List of top Mathematics Questions asked in TS POLYCET

A= {P, O, L, Y, T, E, C, H, N, I, Q), B= {P, O, L, Y, C, E, T, 2020), B-A=
If A={a}, B={a,b}, C={a,b,c}, then A∩B∩C=
If \(7\) divides \(a^2\) then
10th term of A.P.: \(13, 8,3,-2……. \) is _____ .
Product of the polynomials \((x^3+8),(x-8)\) is denoted by \(p(x)=ax^4+bx^3+cx^2+dx+e\) then \(p(8)=\)
\(log_x2+log_x2^2+log_x2^3+………+ log_x2^n=\frac {n(n+1)}{2}\), then \(x=\)
In the formula \(log_a xy=log_a x+log_a y\), which of the following is true?
\(log_xb-log_xa=log_xc-log_xb\)  \(∴ac=\)
5=
\(1,-\frac 12, \frac 14 ……\) are in G.P., then find 8th term.
If \(α,β\) are the roots of \(x^2-1=0\), then \(α+β=\)
If the roots of \(2x^2+kx+3=0\) are real and equal, then \(k=\)
\(8x^2-6x-9=\) _____ .
For the equation \(2019x+2020y=4040\), when \(x=0\) the value of \(y=\)
\(4,7,10,.........\) are in A.P., then sum of \(15\) terms is ______ .
The circumference of a circle is 100 cm, then the side of a square inscribed in the circle is
What is the probability of getting an even number in a single throw of a die?
A number chosen from 1 to 100. Find the probability that it is a prime number ____
Angle between the tangent and radius drawn through the point of contact is
Ratio of volume of cylinder and cone whose radii are equal and having same heights.
Which of the following formula is associated to cylinder?
From the top of the tower 60 mts high the angle of depression of two objects due north and due south of the tower are 60° and 45° then the distance between two objects is 60
If \(acosθ + bsinθ=p, \ asinθ - bcosθ=q,\) then
The mean of 17, 4, 8, 6 and 15 is m, the median of 8, 14, 10, 5, 7, 5, 20, 19 and n is (m-1). Then the values of m and n are
Find the mode when median is 125.6 and mean is 128.