Question 2 :
The LCM of two or more given numbers is the lowest of their common _____.
Question 3 :
A factory has a container filled with 35874 litres of cold drink. In how many bottles of 200 ml capacity each can it be filled?
Question 4 :
Estimate 76877 – 7783 by rounding off each number to nearest tens.
Question 6 :
Estimate 11244 + 3507
by rounding off each number to nearest hundreds.
Question 8 :
If two given numbers are divisible by a number, then their sum is also divisible by that number. State true or false.
Question 9 :
The diameter of Jupiter is 142800000 metres. Insert commas suitably and what is the diameter according to International System of Numeration.
Question 11 :
Estimate 87 × 32 products by rounding off each number to nearest tens.
Question 13 :
A mobile number consists of ten digits. The first four digits of the number are 9, 9, 8 and 7. The last three digits are 3, 5 and 5. The remaining digits are distinct and make the mobile number, the greatest possible number. What are these digits?
Question 15 :
If the sum of the digits in a number is a _____ of 3, then the number is divisible by 3.
Question 16 :
The floor of a room is 8m 96cm long and 6m 72cm broad. Find the minimum number of square tiles of the same size needed to cover the entire floor
Question 18 :
Using divisiblity tests, determine 31795012 is divisible by 4 or not?
Question 19 :
A vessel has 13litres 200mL of fruit juice. In how many glasses each of capacity 60mL can it be filled?
Question 20 :
Estimate 11963 – 9369 by rounding off each number to nearest tens.
Question 22 :
State true or false. If a number is divisible by 2 and 3, then it is also divisible by 6. So, if a number is divisible by 2 and 4, it must be divisible by 8.
Question 23 :
If the difference between the sum of digits at odd places (from the right) and the sum of digits at even places (from the right) of a number is either 0 or divisible by _____, then the number is divisible by 11.
Question 24 :
In 2001, the poplulations of Tripura and Meghalaya were 3,199,203 and 2,318,822, respectively. What is the populations of these two states in words?
Question 26 :
Radius of the Earth is 6400km and that of Mars is 4300000m. Whose radius is bigger and by how much?
Question 29 :
The smallest 4 digit number with different digits is __________ .
Question 31 :
In a city, polio drops were given to 2,12,583 children on Sunday in March 2008 and to 2,16,813 children in the next month. Find the difference of the number of children getting polio drops in the two months.
Question 32 :
Determine the sum of the successor of 32 + predecessor of 49 + predecessor of the predecessor of 56 + successor of the successor of 67.
Question 34 :
State true or false. The number 58963 rounded off to nearest hundred is 58900.
Question 35 :
Estimate 874 + 478
by rounding off each number to nearest hundreds.
Question 36 : <img style='object-fit:contain' src='https://teachmint.storage.googleapis.com/question_assets/cbse_ncert/61b1c423f59b460d7261e2fd.JPG' />
From the above image we can conclude that (i) ➝ (d) ; (ii) ➝ (f) ; (iii) ➝ (b) ; (iv) ➝ (e) ; (v) ➝ (c). Is it the correct conclusion?
Question 37 :
A merchant has 120 litres of oil of one kind, 180 litres of another kind and 240 litres of a third kind. He wants to sell the oil by filling the three kinds of oil in tins of equal capacity. What should be the greatest capacity of such a tin?
Question 39 :
Estimate the product 5981 × 4428 by rounding off each number to the nearest tens.
Question 41 :
Find the sum of the greatest and the least six digit numbers formed by the digits 2, 0, 4, 7, 6, 5 using each digit only once.
Question 43 :
A person had Rs 1000000 with him. He purchased a colour T.V. for Rs 16580, a motor cycle for Rs 45890 and a flat for Rs 870000. How much money was left with him?
Question 44 :
India’s population has been steadily increasing from 439 millions in 1961 to 1028 millions in 2001. Find the total increase in population from 1961 to 2001.
Question 45 :
The population of a town was 78787 in the year 1991 and 95833 in the year 2001. Estimate the increase in population by rounding off each population to nearest hundreds.
Question 46 :
Estimate 78203 – 16407 by rounding off each number to nearest tens.
Question 47 :
State true or false. Product of two consecutive whole numbers is divisible by 2.
Question 48 :
A box contains 5 strips having 12 capsules of 500mg medicine in each capsule. Find the total weight in grams of medicine in 32 such boxes.
Question 49 :
How many grams should be added to 2kg 300g to make it 5kg 68g?
Question 52 :
Which of the following does not satisfy closure property for whole numbers?
Question 53 :
Which of the following operations are not associative with respect to whole numbers?
Question 59 :
If '$a$' and '$b$' are whole numbers, then $a - b$ is
Question 61 :
When we multiply a whole number and the multiplicative identity of whole numbers, then we get _____.
Question 62 :
If $a, b$ and $c$ are whole numbers, then $a+(b+c)=(a+b)+c$. This property is called
Question 66 :
If $a$ and $b$ are any two whole numbers, then the result of ......... is always a whole number.
Question 67 :
The difference between the greatest and least numbers of$ \displaystyle \frac{5}{9} $,$ \displaystyle \frac{1}{9} $,$ \displaystyle \frac{11}{9} $ is-
Question 69 :
The value of $(147 + 0) + (123 + 0)$ is
Question 72 :
Let $x$ be a real variable, and let $3 < x < 4.$ Which of the following values, $x$ might have?<br/>
Question 73 :
For any integer $'a'$, the value of $a + 0 =$ $.....$
Question 74 :
Identify the number which when multiplied to the number $82$, gives the same number.
Question 75 :
For any rational number $\dfrac {a}{b}$, such that $b\neq 0$, the value of $\dfrac {a}{b} + 0$ will be
Question 77 :
If 'a' & 'b' are whole numbers then which of the following is true?
Question 78 :
State whether the following statement is True or False.<br>The whole number $13$ lies between $11$ and $12$.<br>
Question 80 :
Find the missing values: $25\times (15\times ...... ) = (..... \times 15) \times 10$
Question 81 :
Closure property is satisfied in whole numbers w.r.t. to ____ and ____
Question 83 :
Find the missing term: $24\times (6\times 5) = (24\times 6) \times ......$
Question 85 :
Which of the following when added to the additive identity element results $0$?
Question 87 :
Multiplying a negative integer for odd times gives a _____ result
Question 88 :
Find the missing values: $14\times (.......\times ......) = (14\times 2)\times 10$
Question 90 :
Find the missing values: $52 + (53 + 55) = (..... + ......) + 55$
Question 94 :
Which of the following options defines associative property for whole numbers?<br>
Question 95 :
Find the missing values: $571 + (...... + 394) = (..... + 429) + 394$
Question 98 :
Find the missing value: $(3 + 14) + 9 = 3 + (14 + .....)$
Question 101 :
If we write natural numbers from $1$ to $100,$ the number of times the digit $5$ has been written is
Question 103 :
What is the multiplicative identity element in the set of whole numbers?
Question 104 :
The number of whole numbers between $ -6 $ and $ 6 $ is
Question 106 :
$n^2+n+1$ is a or an ______ number for all $n\in N$
Question 108 :
On a vertical number line positive numbers are placed ____ $0$
Question 109 :
If n is a whole number such that $n + n = n$, then $n =$ ?
Question 111 :
The sum of the additive inverse and multiplicative inverse of $2$ is ____________.
Question 112 :
The number of surjections from $A = {1, 2,.....n}, n \leq 2$, onto B = {a, b} is
Question 115 :
The number of whole numbers between the smallest whole number and the greatest 2-digit number is:
Question 117 : Match the following.<br>If a, b, c, are whole numbers, then<table class="wysiwyg-table"><tbody><tr><td></td><td>Column-I</td><td></td><td>Column-II</td></tr><tr><td>(i)</td><td>a + b = b + a</td><td>(a)</td><td>Distributivity of multiplication</td></tr><tr><td>(ii)</td><td>(a + b) + c = a + (b + c)</td><td>(b)</td><td>Commutativity under addition</td></tr><tr><td>(iii)</td><td>a x (b + c) = a x b + a x c</td><td>(c)</td><td>Associativity of addition</td></tr><tr><td></td><td></td><td>(d)</td><td>Commutativity under multiplication</td></tr></tbody></table>
Question 118 :
The given below input rearranges step-by-step in particular order according to a set of rules. In this case the last step of arranged input is Step V.<br/>Input :  85 16 36 04 19 97 63 09 <br/>Step I :  97 85 16 36 04 19 63 09<br/>Step II : 97 85 63 16 36 04 19 09<br/>Step III : 97 85 63 36 16 04 19 09<br/>Step IV : 97 85 63 36 19 16 04 09<br/>Step V : 97 85 63 36 19 16 09 04<br/>Study the above arrangement carefully and then answer the following question.<br/>Which of the following will be step III for their input below?<br/>Input : 09 25 16 30 32 18 17 06<br/><br/>
Question 120 :
If $(31 + 15) + x = 31 + (15 + 23)$, then by using associativity of addition $x= $
Question 121 :
What is the additive identity element in the set of whole numbers?<br>
Question 122 :
Select the correct order for defining the following terms:<br>I - natural number<br>II -imaginary number<br>III -rational number<br>IV -integer
Question 127 :
One mile is equivalent to $1.6093$ km. How many miles are in $10$ km? Round your answer to three decimal places.
Question 130 :
The product obtained when $13$ is multiplied by $7$(in roman number ) is 
Question 131 :
Mary bought a pizza. She gave $\dfrac {1}{8}$ of the pizza to each of her five children. What fraction of the pizza is left with her?<br>
Question 133 :
Which of the following statements is/are INCORRECT?<br>(i) Eighty four in Roman numeral is written as $CXXXIV$<br>(i) There are seven zeroes in $1$ crore.<br>(iii) There are ten thousand milligrams in $1kg$<br>(iv) The smallest $4$-digit number formed by using all the digits $4,3,0,8$ without repetition is $3048$
Question 139 :
Find the value of $R - P\times Q$.<br>(i)$116.58 \div 8.7 = P$<br>(ii)$Q + 9.18 = 15.06$<br>(iii)$912 .06 - R = 418.05$.
Question 140 :
$950$ crank cases are manufactured every day in a factory. How many such cases will be manufactured altogether in the months of October, November, and December? (Assume that the factory works on all the days in these $3$ months.)
Question 142 :
If$ \displaystyle \sqrt{5}=2.236 $and $\sqrt{10}=3.162, the value of \frac{\sqrt{10}-\sqrt{5}}{\sqrt{2}} $ on simplifying is
Question 145 :
The product $\left ( 1 -\frac{1}{n} \right )\left ( 1-\frac{1}{n+1} \right )\left ( 1-\frac{1}{n+2} \right )...\left ( 1-\frac{1}{2n} \right )$ equals<br>
Question 149 :
The number obtained when $143$ is divided by $13$(in roman number) is ______ 
Question 150 :
If $I=\cfrac { 3 }{ 4 } \div \cfrac { 5 }{ 6 } ,II=3\div \left[ (4\div 5)\div 6 \right] ,III=\left[ 3\div (4\div 5) \right] \div 6,IV=3\div 4(5\div 6)$, then which of the following are equal?
Question 151 :
Choose the correct answer from the alternatives given :<br>If- stands for division, $\times$ stands for addition, stands formultiplication, $\div$ standsfor subtraction, which of the following-is correct?
Question 152 :
If the sum and the product of two numbers are 25 and 144 respectively, then the difference of the numbers must be<br>
Question 154 :
Number of boys in a class are $27$ and the girls are $19$. Write the total strength(in roman number) of the class.
Question 155 :
$3,648$ people visited the book fair on the first day. It rained on the second day so $1,754$ less people went to the fair on the second day, as compared with the first day. On the third day $2,475$ people more than those who visited on the second day, went to the book fair. How many people visited the book fair on the second day?
Question 156 :
When two numbers are added then the number you get is called _______.
Question 158 : A cricket stadium manager counted the number of matches held in each month.<table class="wysiwyg-table"><tbody><tr><td>Months</td><td>Number of matches</td></tr><tr><td>August</td><td>XCIV</td></tr><tr><td>September</td><td>LXXXVI</td></tr><tr><td>October</td><td>XCIX</td></tr><tr><td>November</td><td>CVI</td></tr></tbody></table>In which month, the stadium had the lowest number of matches?
Question 162 :
If $\displaystyle\frac{-9}{5}=\frac{a}{20}=\frac{27}{b}=\frac{-45}{c}$, then values of a, b and c respectively are __________.
Question 163 :
Estimate $358 \times 326$ by rounding numbers to the nearest Hundreds.<br>
Question 168 :
Bobby's date of birth is$\displaystyle 19^{th}$ September Express the date in Roman system
Question 170 :
Sumit scored $CDLXXXII$ marks in the annual examination. What is the Hindu-Arabic number for this Roman Number?
Question 171 :
The product obtained when 28 is multiplied by 2 in roman number
Question 172 :
$\displaystyle \left ( 1+\frac{1}{2} \right )\left ( 1+\frac{1}{3} \right )\left ( 1+\frac{1}{4} \right )\left ( 1+\frac{1}{5} \right )\left ( 1+\frac{1}{6} \right )\left ( 1+\frac{1}{7} \right )\left ( 1+\frac{1}{8} \right )$ is equal to
Question 174 :
A man after a tour, find that he had spent $Rs.5$every day  and he spent in all $Rs. 215$ . How long did his tour last?
Question 177 :
Find the greatest number that will divide $400$, $435$ and $541$ leaving $9$, $10$ and $14$ as remainders respectively
Question 181 :
Mark the correct alternative of the following.<br>The smallest number which when rounded off to the nearest hundred as $600$, is?
Question 183 :
A right circular cylinder and a sphere are of equal volumes and their radii are also equal If h is the height of the cylinder and d is the diameter of the sphere then
Question 184 :
Find the product of 5 and the difference between 328 tenths and 4587 thousandths. Round off your answer to 1 decimal place. 
Question 185 :
Expenditure incurred in cultivating a square field at the rate of Rs. $170$ per hectare is Rs. $680$. What would be the cost of fencing the field at the rate of Rs. $3$ per meter?
Question 186 :
If $15.5$ litres of refined oil costs Rs. $1063.30$, what is the cost of $1$ litre of refined oil?
Question 189 :
It is known that $x+y=10$ and $x=z$, then the value of $(z+y)$ is<br/>
Question 190 :
The smallest natural number which when rounded off to the nearest hundreds as $500$ is
Question 191 :
Choose the correct answer from the alternative given.<br>The average age of 15 students of a class is 15 years Out of these the average age of 5 students is 14 years and that of the other 9students is 16 years. The age of the 15th student is:<br>
Question 192 :
Mr Sahoo attended a 1-day workshop from 09:15 a.m. to half five in the evening. The workshop included a $1\frac{1}{4}$ hour lunch break, two 15 minutes tea breaks and 13 activities, each of equal duration. Calculate the duration of each activity.
Question 194 :
A pole is painted yellow and black. The yellow part is $1.8\ m$ long and the black is three times longer than yellow part. Find the length of pole.
Question 195 :
Linda worked for $8$ hours and was paid $ $6.20$ per hour. She then went shopping and bought two boxes of chocolate at $ $12.50$ each and three boxes of cookies at $ $4.25$ each. How much money does Linda have left? <br/>
Question 196 :
Rekha started her homework at $1:59$ pmpointand finished her homework $96$ minutes later. Rekhahad volleyball practice at $4:00$ pm. How much time(in minutes) did Susan have between finishing her homework and the beginning of volleyball.
Question 197 :
Estimate the sum $579+7994$ by estimating the numbers to its nearest hundreds.
Question 198 :
Raju is $22$ years old and Ramu is $19$ years old. Write the difference of their ages in Roman system.
Question 200 :
Express in Indian system of numeration.<br/>Three million four hundred thirty five thousand two hundred twenty five.
Question 201 :
There is a rod of length $4\ cm$ and another rod of length $500\ mm$ has been joined to the first rod. Then the length of the rod(in cm) formed by joining these $2$ is :
Question 208 :
Rahul bought $4 \,kg\, 90\, g$ of apples, $2 \,kg \,60\, g$ of grapes and $5\, kg \,300 \,g$ of mangoes. The total weight of all the fruits he bought is _______
Question 210 :
Simplify:<br>$\cfrac { 2\times { 10 }^{ -3 } }{ \sqrt { 0.144\times { 10 }^{ -5 } } } \times \sqrt { \cfrac { 1.21\times 0.9 }{ 1.1\times 0.11 } } $
Question 211 :
Mark the correct alternative of the following.<br>The difference between the greatest and smallest numbers which when rounded off a number to the nearest hundred as $6700$, is?
Question 213 :
Perform the given operation and write the answer in numerical form<br/>$XCVI+XIII$
Question 215 :
Capacity of measuring flask is $1$ litre.What it will be in cubic centimeter $?$
Question 216 :
State whether the following statements are true (T) or false (F):<br>The place of a digit is independent of whether the number is written in the Indian system or international system of numeration.
Question 217 :
State whether the following statements are true (T) or false (F):<br>The estimated value of $9999$ to the nearest tens is $10000.$
Question 219 :
Mark the correct alternative of the following.<br>The greatest number which when rounded off to the nearest thousand as $7000$, is?
Question 221 :
A students on vacation for $d$ days observed that $(1)$ it rained $7$ times, morning or afternoon $(2)$ when it rained in the afternoon, it was clear in the morning $(3)$ there were five clear afternoons $(4)$ there were six clear mornings. Then $d$ equals.
Question 223 :
If number reads "Eleven lakh seventy thousand six hundred seven" Find missing digits.<br/>$11,70,\_07$
Question 225 :
State whether the following statements are true (T) or false (F):<br>In the International system, a number having less number of digits is always smaller than the number having more number of digits.
Question 227 :
If $7$ pencils cost $Rs. 35$, then the cost of one dozen pencils is
Question 228 :
If number reads "Forty five lakh sixty one thousand two hundred thirty four"<br>the sum of digits in the number is
Question 229 :
Mark the correct alternative of the following.<br>The difference between the successor and predecessor of $99999$ is?<br>
Question 232 :
Prerna has Rs. $5000$. She bought $2$ boxes of chocolates for Rs. $52.98$ each, $3$ packets of chips for Rs. $12.98$ each and $2$ books for Rs. $300.05$ each. How much money left with her?
Question 234 :
The number of digits in the decimal expansion of $16^{5}5^{16}$ is
Question 237 :
Write the following decimal numbers in expanded from:<br/>$303.03$ = $300+3+\cfrac { 3 }{ 10 } $
Question 238 :
Add $395.6$ to $48.07$ and subtract it from the sum of $510.05$ and $115.15$.
Question 240 :
The sum of two numbers is 31.021 If one of them is 11.56 then the other number is
Question 241 :
Simplify : $[ 0.9 - \{ 2.3 - 3.2 - 3.2 - ( 7.1- 5.4 - 3.5 ) \} ]$
Question 242 :
What is the missing number in the box?<br>$600.0651 = 600 +$ _____ $+ 0.001$<br>
Question 243 :
Lakshmi is 150 cm tall .What is her height in metres?
Question 244 :
Rahul purchased $4$kg $500$g rice, $5$kg $650$g sugar and $12$kg $600$g atta. The total weight of his purchases was __________.
Question 246 :
What is the sum of $11.006+34+0.72$ rounded to the nearest tenths?
Question 247 :
State 'T' for true and 'F' for false.<br>(i) Every rational number can be expressed with a positive numerator.<br>(ii) $\frac{3}{11}$ cannot be represented as a non-terminating repeating decimal.<br>(iii) If $\frac{p}{q}$ and $\frac{r}{s}$ are two terminating decimals, then $\frac{p}{q}\times\frac{r}{s}$ is also a terminating decimal.<br>(iv) If $\frac{p}{q}$ is non-terminating repeating decimal and $\frac{r}{s}$ is a terminating decimal, then ($\frac{p}{q}\div\frac{r}{s}$)is a terminating decimal.
Question 249 :
A shopkeeper sold $12.750$ kg of sugar one a day. On the next day he sold $38.250$ kg of sugar. On the third day he sold $50.500$ kg of sugar. How much of sugar in all did the shopkeeper sell altogether?
Question 253 :
Simplify $\displaystyle :8.7-\left [ 7.6-(6.5-\left ( 6.5-\left ( 5.4-2 \right ) \right ) )\right ]$
Question 256 :
Write $\dfrac{3}{13}$ in decimal form and say what kind of decimal expansion it has.
Question 257 :
To express a terminating decimal as a common fraction, we express the decimal as a common fraction with a power of $10$ in the ............
Question 260 :
Abhishek has Rs. $817.45$. He bought toys for Rs. $538.30$. The balance amount left with Abhishek is ___________.
Question 268 :
State whether the following statements are true (T) or false (F):<br>Every decimal number can be represented by a point on a number line.
Question 273 :
A train leaves the station at $8:15$ pm and reach destination at $6:25$ am . The duration of the journey is
Question 281 :
Represent $4.5$ and $-2.3$ on a number line and find the distance between them.
Question 282 :
Mohan bought $500$ g of cabbage, $250$ g of onions, $750$ g of potatoes, $600$ g of apples.<br/>Calculate total weight in kilograms.
Question 285 :
Find the sum of all unit place digit of the numbers formed with the digits $3,4,5,6,7$ taken all at a time using each digit only once in each number.
Question 286 :
How much pure alcohol should be added to $400 ml$ of strength $15\%$ to make its strength $32\%$?
Question 287 :
Prem went to a craft fair where he spent a total of Rs. $16.00$. He spent Rs. $6.00$ on admission and went to $8$ tables. He spent the same amount of money(m) at each table. The given expression can be used to find how much money he spend at each table.<br>$16=6+8m$<br>How much money did Prem spent at each table?<br>
Question 290 :
If arranged order  in ascending which number is in second place?<br/>$1234.456, 5623.564, 2563.965, 9856.365$
Question 292 :
In the expression $24 - [ 2.4 - \{ 0.24 - (0.024 - x)\}] = 21.8184$,<b> </b>the value of x is <br/>
Question 293 :
The cost of 1kg of sugar is Rs.18.What is cost of 250gms of sugar?
Question 297 :
What should be added to $ 3.07 $ toget $ 3.5? $
Question 301 :
$1\ km\ 250\  m =....................km$<br/>Fill in the blank by chosing correct option from the following options
Question 303 :
A road is $4$ km $ 800$ m long. If trees are planted both its sides at intervals of $9.6$ m, how many trees were planted?
Question 304 :
Mark against the correct answer in each of the following:<br>$ ( 1.007 - 0.7) = ? $<br><br>
Question 309 :
Write the place value of $3$ in the following decimal numbers.<br/>$90.30$place value is $\dfrac {3}{10}$
Question 311 :
The decimal number equivalent of the hexadecimal number $\underbrace {(100....001)}_{23\,\,ZEROS}16$ is
Question 312 :
Let $D$ represent a repeating decimal. If $P$ denotes the $r$ figures of $D$ which do not repeat themselves, and $Q$ denotes the $s$ figures which do repeat themselves, then the incorrect expression is
Question 315 : Match the following.<table class="wysiwyg-table"><tbody><tr><td>Column I</td><td>Column II</td></tr><tr><td>(i) $715+12.59+685.35=$</td><td>(P) $417.16$</td></tr><tr><td>(ii) $518-( 216.80 -115.96 )=$</td><td>(Q) $213.07$</td></tr><tr><td>(iii) $4.090+0.050+6.500=$</td><td>(R) $1412.94$</td></tr><tr><td>(iv) $36.050+198.05-21.03=$</td><td>(S) $10.640$</td></tr></tbody></table>
Question 319 :
In the numeration system with base $5$, counting is as follows : $1, 2, 3, 4, 10, 11, 12, 13, 14, 20$,____. The number whose description in the decimal system is $69$, when described in the base $5$ system, is a number with:
Question 320 :
Study the following statements carefully.<br>Statement $1$: $0.35+0.42-0.58 > 0.93-0.62+0.15$<br>Statement $2$: Any two decimal numbers can be compared among themselves. The comparison start with whole part. If the whole parts are equal, then the tenth parts can be compared and so on.<br>Which of the following options hold?<br>
Question 321 :
Write the following decimal numbers in expanded from:<br/>$1234.56$ = $1000+200+30+4+\cfrac { 5 }{ 10 } +\cfrac { 6 }{ 100 } $
Question 322 :
Which pair of operations will make the equation below true when inserted into the blank spaces in the order shown? $\displaystyle 2\frac{3}{10} $   ___   $1.5$  ____  $2=1.8$
Question 324 :
The fractional number corresponding to the following number $"9$tens $+5$ ones $+3$ tenths $+7$ hundredths$"$ is ____________.
Question 328 :
If $1.8 - 6.3x = -0.3x$, then find the value of $x$ is<br/>
Question 329 :
The value of $\displaystyle {{{{\left( {0.96} \right)}^3} - {{\left( {0.1} \right)}^3}} \over {{{\left( {0.90} \right)}^2} + \left( {0.096} \right) + 0.01}}$ is 
Question 330 :
Find the value of :$\displaystyle \frac { \left( 0.0036 \right) \left( 2.8 \right)  }{ \left( 0.04 \right) \left( 0.1 \right) \left( 0.003 \right)  } $
