Question 2 :
A line has length of intersect $2$ and $3$ on x-axis and y-axis respectively, then the possible equation(s) of the line is/are,
Question 3 :
If m and n are negative numbers, the solution of the equation mx=n (x is a positive number) will be
Question 5 :
Mayank is $1\dfrac{2}{5}$ times as tall as vansh. If Mayak is 38 cm taller then Vansh, what is Mayank's height
Question 8 :
The simplest value of$\displaystyle \left ( 1-\frac{1}{y} \right )\left ( 1-\frac{1}{y+1} \right )\left ( 1-\frac{1}{y+2} \right )\cdot \cdot \cdot \cdot \left ( 1-\frac{1}{y+y} \right )$ is
Question 9 :
John's mother sent him to the store to get $9$ large cans of peaches. John could carry only $2$ cans at a time. How many trips to the store did John have to make ? <br/>
Question 11 :
If V= gt + V$_{0}$ and S= $\frac{1}{2}gt^{2}$ + $V_{0}t$, then t equals:
Question 14 :
Solve the following equation: If $\dfrac{2x}{3}= 18$, then $x $ is equal to 
Question 17 :
Tiya has $Rs. 59$. She buys a comic book for $Rs. 32$. How much money is left with her?<br>
Question 18 :
The value of $x$ for which the open sentence $x + 6 = 7$ is true is
Question 19 :
If $\dfrac{2}{3}p - 2\dfrac{1}{2} = 3\dfrac{1}{2}$, then the value of $p$ is .........
Question 21 :
Convert the statement into an equation : Adding $14$ to $9$ times $y$ is $89$.
Question 22 :
If $\displaystyle {\frac{x}{3}\, +\, \frac{x}{2}\, =\, 5}$, then the value of $x$ is
Question 23 :
The solution of<br>$\displaystyle 0.2\left ( 2x-1 \right )-0.5\left ( 3x-1 \right )=0.4 $ is<br>
Question 24 :
Solve for m.<br/>$\dfrac{m}{5} - \dfrac{{m + 2}}{3} + m = 8$
Question 25 :
Indu and Ramadhir can complete a task in $25$ days and $50$ days respectively. How long would Indu take to complete the task if Ramadhir assists her every second day $?$
Question 26 :
The value of $m$ in equation $12m - 10 = 6m + 2$ if substituted with '$2$' then it is called _____.<br/>
Question 27 :
The equation __________ and $2x + 2 = 0$ have the same solution.
Question 29 :
<p>The difference of two numbers is 21, the larger number is x, then smaller number is </p>
Question 31 :
If four times a number is 60 then the number is
Question 38 :
Solve for $x$: $\displaystyle \frac{1}{5}(3x\, -\,2)\, -\, \frac{1}{3}(x\, +\, 7)\, +\, 1\, =\, 0$.
Question 39 :
A child drank 250 lit. on Sunday. On Monday he drank 650 lit. On Tuesday he drank 100 lit. How much in all did the child drink?
Question 40 :
Sumeet guessed a number $x$ and then he added $30$ to it. Give the expression for double of it.
Question 41 :
If $\cfrac{x}{3}+1 = \cfrac{7}{15}$, then $x = -\cfrac{m}{5}$. So, the value of $m$ is
Question 43 :
The difference between $\left (\displaystyle \frac{3}{4}\right)^{th}$ of $\left (\displaystyle \frac{2}{5}\right)^{ th}$ of a number and $\left (\displaystyle \frac{3}{5}\right)^{ th}$ of $\left (\displaystyle \frac{1}{8}\right)^{ th}$ of the same number is $9$. The number is<br/>
Question 44 :
If the equation of the one tangent to the circle with centre at (2, -1) from the origin is 3x + y = 0 then the equation of the other tangent through origin is
Question 46 :
Subtract the sum of $(8a - 6a^{2} + 9)$ and $(-10a - 8 + 8a^{2})$ from $-3$ is _________.
Question 48 :
State true or false:To clear an equation of fraction, we multiply both sides by HCF of the denominator.
Question 49 :
The shifting of a number from one side of an equation to the other is called as
Question 50 :
Frame the given statement into a mathematical expression: "Thrice of a number increased by $150$."