Explore topic-wise MCQs in Maths.

If tan² +cot² = 2, then what is the value of 2^{sec cosec} ?

If sin3 =cos(20 - ) then find out the value of .

PQR is right angled at Q. If cos P = 3/5, then what is the value of cos R?

If $$ {sin { }}={1 over { sqrt{2}}}$$ then (tan +cos )=?

If cosec =1.25 then $$ {4 tan -5 cos + 1 over sec + 4cot -1}=?$$

If A and B are acute angles and Sec A =3; Cot B=4, then the value of $$ {Cosec^{2}A}+Sin^{2}B over {Cot^{2}A+Sec^{2}B}$$ is:

$$ {Cos^4 +Sin^4 }={2 over3} $$ then the value of $$ {Cos^2 -Sin^2 +1}$$?

The value of $$ {(cos { 9 }+sin{ 81 }})({sec { {9 }+cosec{ 81 }}}) over{sin{ 56 }sec{ 34 }}+ {cos{ 25 }cosec{ 65 }}$$ is:

If sec tan = 1/3 what is sec + tan ?

(sec A + tan A 1) (sec A tan A+1) =?

$$ {3tan^{2}30 }-{4 over 3}{sin^{2}60 }- {1 over2}{cosec^{2}45 }+{4 over3}{sin^{2}90 =?}$$

$$ {3sin60 -4sin^{3}60 =?}$$

The value of $$ {2(1-sin^{2} )}+{2(1-cos^{2} )}$$.

The value of $$ {3sin30 -4sin^{3}30 }$$

The value of sin²22 + Sin²68 + Cot² 30 is:

If tan A=n tan B and Sin A= m Sin B, then the value of Cos²A is

If x+ y=90 , then what is the value of $$ { sqrt{cosx.cosecy-cosx.siny}}$$?

If sin²a = cos³a then the value of cot⁶ a cot²a?

If $$ {Acos^{2} +Bsin^{2} }={sin^{2} (sec^{2} +1) over{sec^{2} -1}}$$ and cot =?

The value of $$ {tan 40 +tan 20 + sqrt{3} tan20 tan40 }$$?

If a=tan + 1 and b=sin +cos then find (b²-1)a=?

If 3 tan - 4 = 0 and 180 < < 270 then cosec = _______

The value of $$ cot { over 20} cot{3 over 20} cot{5 over20} cot{7 over 20} cot {9 over20}$$ is:

If $$ sin ={20 over 29}$$, then what is the value of sec sin ?

If cosec 39 = x, the value of $$ {1 over {cosec^{2}{51 }}} +sin^{2} 39^{ }+tan^{2}{51^{ }}-{1 over {sin^{2}{51^{ }}}{Sec^{2}{39^{ }}}}$$ is-

If $$ {2 sin -cos over {cos +sin }}=1$$, then value of cot is:

If sin cos = 7/13 and 0⁰ < < 90⁰ , then the value of sin + cos is :

The value of $${cosec^2} 18 -{1 over cot^272 }$$.

Simplify $$ sqrt{(1-sin^{2} ) (1-cos^{2} )}$$.

The value of $$(x^{b+c})^{b-c}. (x^{c+a})^{c-a}.(x^{a+b})^{a-b}$$ when (x 0).

The value of $$ {(sec^{2} +tan cot -tan^{2} )}$$

What is the value of $$ {2tan53 over cot37 } -{cot80 over tan10 }$$ is:

If cos3A = X, then value of X?

(secA 1)/(secA + 1) is equal to?

If cos² + cos² = 2, then the value of tan³ + sin⁵ is :

If cos = $${1 over sqrt{10}}$$, then tan is equal to.

Solve the given equation.
$$ {{cot 30 } over {1+sin 45 }}+{{1+sin 45 } over cot 30 }=?$$

One angle of a triangle is 55 . If the other two angles are in the ratio 9:16, find the angles?

If $$ sin( +30^0)= {3 over sqrt { 12} } $$ then find cos² :

If x cos²30⁰. sin60⁰=$${tan^2{45}^0.sec60^0} over cosec 60^0$$ then the value of x :

If $$ {sin cosec over tan }=4 $$ then Find the value of tan ?

If $$ { sqrt{3} CosA=SinA}$$ then what is the value of Cot A?

If 4sin² 1 = 0 and angle is less than 90⁰. The value of cos² + tan² is:
(Take 0⁰ < < 90⁰)

If tan = 2, then the value of $$ {cosec^2 - sec^2 } over{cosec^2 + sec^2 } $$ is :

If 0 90⁰ and 4cos² - $$4{ sqrt { 3} }cos $$ + 3 = 0, then the value of is :

If 2sin² 3 sin + 1 = 0, being positive angle, then the values of are :

The value of sec⁴ A (1 sin⁴A) 2tan²A is:

The value of $$ sec{^4}A(1-sin{^4}A)-2tan{^2}A $$ is: