Explore topic-wise InterviewSolutions in Current Affairs.

Make a bar graph from the above data.

$\begin{array}{cc}\text{Month}& {\text{Temperature}}^{\circ }c\\ \text{Jun}& 46\\ \text{July}& 50\\ \text{Aug}& 44\\ \text{Sept}& 32\\ \text{Oct}& 20\\ \text{November}& 10\\ \text{Dec}& 2\end{array}$
[3 MARKS]

Question 84 (iii)

Simplify

${(\frac{7}{9}a+\frac{9}{7}b)}^2-ab$

$\begin{array}{cccccc}\text{Quantity(In Kg)/Price}& 1& 2& 3& 4& 5\\ \text{Gummy bear}& 20& 40& 60& 80& 100\\ \text{Candies}& 30& 60& 90& 120& 150\\ \text{Chocolates}& 50& 100& 150& 200& 250\end{array}$
According to the information given what is the sum of total prices of 6 kg of all the items?

Find the factors of $6x^2-13x+6=0$

A more than type ogive is a plot of

$\frac{6}{11}$ ___ $\frac{16}{33}$

Find the value of $a+b$

if $\frac{5+3\sqrt{2}}{3+2\sqrt{2}}=a+b\sqrt{2}$

Construct Quadrilateral LIFT LI = 4 cm IF = 3 cm TL = 2.5 cm LF = 4.5 cm IT = 4 cm.
[3 MARKS]

The sum of interior angles of a quadrilateral is ___ degrees.

[3cube-(1/2)power-3multiply1/19]

Ravi has purchased a vehicle for Rs 60,000.he sold it at a price of 30% less then it's value to amit. Amit spent 5% of the amount he purchased in repairs . Hindi percentage decrease of the price of the vehicle including the repair price.

Three angles of quadrilateral are in the ratio 2:3:5 . The sum of the least and the greatest angle is 150 . find the angles of the quadrilateral.

How to find the square number between 25 and 75

Evaluate I5/3+ -7/6l

For predicting the weather at a certain place why do you need additional information regarding the geography and the current season in that place?

Prove that if a number is tripled, then it's cube is 27 times the cube of the given number.

Simplify the following using the formula: $(a-b)(a+b)=a^2-b^2:$

$\left(i\right)(82{)}^2-(18{)}^2$ $\left(ii\right)(467{)}^2-(33{)}^2$ $\left(iii\right)(79{)}^2-(69{)}^2$ $\left(iv\right)197\times 203$

$\left(v\right)113\times 87$ $\left(vi\right)95\times 105$ $\left(vii\right)1.8\times 2.2$ $\left(viii\right)9.8\times 10.2$

Find the value of k, if (1, 3k) lies on the line represented by the equation $kx+4y=26$.

Which condition is used to prove that diagonals of a rhombus are perpendicular biscetors?

Question 1(i)
Carry out the multiplication of the expressions in each of the following pairs:
4p,q+r

The class intervals with the same frequency are

A box contains 5 pencils, 16 pens and 1 eraser. What is the probability of drawing a pen from the box?

Which of the following is a certain event?

A table whose marked price is ₹15000 is available for ₹14400. What is the discount $\%$?

A rectangle whose length and breadth is 18m and 8m respectively has to be converted to a square with the same area. What will be the side of the square?

Solve :

$\frac{3x}{5x+2}=-4$

$\text{In square PQRS :}\left(i\right)ifPQ=3x-7andQR=x+3;findPS\left(ii\right)ifPR=5xandQR=9x-8.FindQS$

Given the following details of an account of Mr. Ashok. If he gets Rs. 83.75 as interest which is compounded annually on 31st Dec. find the rate of interest offered to him by the bank.

Solve the following equation:

$\frac{x-8}{5}=\frac{x-12}{9}$

Find the square root of 0.053361.

Six years hence, Rahul's age will be three times his son's age and three years ago, he was nine times as old as his son. Rahul's present age is:

Divide

$i.)4x^3+6x^2+12x$ by $2x$

$ii.)4a^3+8a+20a^2$ by $4a$ [2 MARKS]

In an isosceles triangle, if the third angle is greater than or equal to ${80}^{\circ }$ then the maximum value each base angle can have is

A point, both of whose coordinates are negative lie in which quadrant?

In a cycle race, a boy was cycling in such a way that the wheels are making 200 revolutions per minute. Diameter of the wheel is 50cm, what is the cycling speed per hr?

Which of the following play an important role in the Triangle construction 1?

On what is Goods and Service Tax (GST) levied?

Find the square of :

(i) $x+3y$

(ii) $2x-5y$

(iii) $a+\frac{1}{5a}$

(iv) $2a-\frac{1}{a}$

(v) $x-2y+1$

(vi) $3a-2b-5c$

(vii) $2x+\frac{1}{x}+1$

(viii) $5-x+\frac{2}{x}$

(ix) $2x-3y+z$

(x) $x+\frac{1}{x}-1$

$\sqrt{4.41}$ =