List of top Mathematics Questions asked in TS POLYCET

\(△ABC∼△PQR;\) \(\frac {AB}{PQ}=\frac {BC}{QR}=\frac {AC}{PR}=k\), then \(k\) value

In hundred numbers 20 are fours, 40 are fives, 30 are sixes remaining are tens then arithmatic mean is

Solution of the equations \(7x+5y=12, \ 5x-7y=-2\) is not equal to

\(△ABC∼△XYZ;\ ∠C=60°;\ ∠B=75°\) then \(∠Z=\) ______.

A bag contains 6 red balls, 12 green balls and 8 black balls. Find the probability that the ball drawn is either a black or a red ball.

If the angle of elevation of the Sun is 60°, then the ratio of a tree with its shadow is

If \(A=\frac {\pi}{4}\), then \((1+tanA) (1+tan^2A) (+tan^3A)=\)

The median of the marks scored by 100 students in a 25 marks Unit test is

Marks	0-5	5-10	10-15	15-20	20-25
No. of students	10	18	42	13	7

If a coin is tossed 3 times, then the probability of getting at least one head is

If two dice are rolled simultaneously then the probability that the numbers on them are different is

If A, B, C, D are angles of a cyclic quadrilateral, then sin A + sin B - sin C - sin D =?

If A = 45°, B = 60° then sin A+ cos B

In the figure, \(∠ACB\)_____ .

In the figure x= _____ .

To find out the slant height of a cone, we use ______ Theorem.

The radius of the sphere is increased by 100%, the volume of the resulting sphere is increased by

1 radian= _____ .

Angle in a major segment is

The ratio of the corresponding sides of two similar triangles is 5:3 then the ratio of their areas

\(△ABC∼△PQR\), then \(y+z =\) ______ .

A line which intersects the given circle at two distinct points is called

From the figure x= _____ .

In \(△ABC;\ BC^2 + AB^2 = AC^2,\) then _____ is the right angle.

Product of the roots of \(\sqrt 3x^2-2x-\sqrt 3=0\) is