Question 1 :
What is the sum of $11.006+34+0.72$ rounded to the nearest tenths?

Question 4 :
Simplify : $[ 0.9 - \{ 2.3 - 3.2 - 3.2 - ( 7.1- 5.4 - 3.5 ) \} ]$

Question 5 :
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 12 :
Write the following decimal numbers in expanded from:<br/>$5.55$ =&#160;$5+\cfrac { 5 }{ 10 } +\cfrac { 5 }{ 100 } $

Question 16 :
The decimal number $1.9$ lies between ________ on the number line.

Question 20 :
Convert into decimals $\displaystyle \frac {4} {10} + \frac {2} {1000} =&#160;$.........

Question 22 :
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 23 :
Write the following decimal numbers in expanded from:<br/>$30.303$ =&#160;$30+\cfrac { 3 }{ 10 } +\cfrac { 3 }{ 1000 } $

Question 24 :
Abhishek has Rs. $817.45$. He bought toys for Rs. $538.30$. The balance amount left with Abhishek is ___________.

Question 28 :
What is the missing number in the box?<br>$600.0651 = 600 +$ _____ $+ 0.001$<br>

Question 32 :
The sum of place value of digit 2 in the number $21.236$ is

Question 39 :
Simplify&#160;$\displaystyle :8.7-\left [ 7.6-(6.5-\left ( 6.5-\left ( 5.4-2 \right ) \right ) )\right ]$

Question 41 :
Abhishek had Rs. $7.45$. He bought toffees for Rs. $5.30$. The balance amount left with Abhishek is ______ .

Question 42 :
If81 be divided in proportion of $\dfrac { 1 }{ 3 }$ ,$\dfrac { 1 }{ 6 }$,$\dfrac { 1}{ 7 }$, then the first part is,

Question 43 :
Expressing $0.\overline { 23 } +0.2\overline { 3 } $ as a single decimal, we get

Question 45 :
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 46 :
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 47 :
If $10$ years $6$ months are written in decimal form as 106 is it correct or wrong?

Question 49 :
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 50 :
The number of digits in the decimal expansion of $16^{5}5^{16}$ is

Question 52 :
The value of&#160;$\displaystyle {{{{\left( {0.96} \right)}^3} - {{\left( {0.1} \right)}^3}} \over {{{\left( {0.90} \right)}^2} + \left( {0.096} \right) + 0.01}}$ is&#160;

Question 55 :
Fill in the blanks with proper method:<br>1 sq m = ____ sq cm

Question 59 :
What should be added to $ 3.07 $ toget $ 3.5? $

Question 62 :
Study the following statements carefully.<br>Statement $1$: $0.35+0.42-0.58 &gt; 0.93-0.62+0.15$<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 63 :
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 65 :
The decimal number equivalent of the hexadecimal number $\underbrace {(100....001)}_{23\,\,ZEROS}16$ is

Question 66 :
Which pair of operations will make the equation below true when inserted into the blank spaces in the order shown?&#160;$\displaystyle 2\frac{3}{10} $&#160; &#160;___&#160; &#160;$1.5$&#160; ____&#160; $2=1.8$

Question 67 :
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.