List of top Mathematics Questions

The value of \(log_{1250} 1250\) is
The base of common logarithm is
A circle touches the sides of a quadrilateral ABCD at points P, Q, R and S then which of the following is true?
A circle touches the sides of a quadrilateral ABCD at points P,Q,R and S then which of the following is true?
If mode = 29, mean = 32 then median ____ .
The radii of two cylinders are in the ratio 2:3 and their heights are in the ratio 5:3 then the ratio of their volumes are
The angle between the tangent and radius drawn through the point of contact is
Which vessel shown in the below figure can hold more water?
Which vessel shown in the below figure can hold more water?
If the point \(P(x,y)\) divides the line segment joining the points \(A(x_1,y_1\)) and \(B(x_2,y_2)\) internally in the ratio \(m_1:m_2\), then \(P(x, y)=\) _____ .
From the below figure the value of x= _____.
From the below figure the value of x
A bag contains '4' black balls and '6' red balls. If one ball is drawn at random, then the probability of getting red ball is
Identify the correct statement -
When two dice are rolled the probability of getting same odd number on two dice is
In the below figure \(△PQR~△ABC\), then \(z+y=\) _____ .
In the below figure △PQR~△ABC,then z+y
Which of the following is true?
The zero's of a quadratic polynomial \(4y^2+8y \) are
If sum and product of zero's of a Quadratic polynomial are 1, 1 respectively, then its corresponding quadratic polynomial is
The length of the shadow of a vertical pole is \(\sqrt 3\) times its original length. The angle of elevation to the sun is ____ .
The centroid of a triangle is (4, 1) and two vertices are (2, 3) and (7, 6) then the third vertex is
The curved surface area of a cylinder is \(264\ m^2\) and its volume is \(924\ m^3\) then height of the cylinder is
\(RP\) and \(RQ\) are the two tangents to the circle with centre \(O\) and \(∠POQ=110°\), then \(∠PRQ=\) _____ .
RP and RQ are the two tangents to the circle with centre O and ∠POQ=110°,then ∠PRQ=__.
Find length of a kite string flying at 100 m above the ground with the elevation 60°.
The pair of equations \(3x+4y=k \)and \(9x+12y=6\) has infinitely many solutions if \(k=\)
If \(sin(A-B)=\frac 12\) and \(cos(A+B)=\frac 12\), then \(∠A, ∠B\) ?
If \(sin \ θ=cos\  θ\) \((0<θ<90°)\), then \(tan\ θ =\) ____ .
If \(tan(A-B)=\frac {1}{\sqrt 3},\ cos \ A=\frac 12 \) then \(∠B=\) ____ .