Explore topic-wise MCQs in Maths.

If $$ sec -tan ={1 over sqrt{3}}$$, the value of sec .tan =?

$$ sqrt{ {1-sinA over1+sinA}}$$ is equal to ?

Find out value of Cosec $$ left(-{5 over3} right)$$?

$$ {tan^2 }$$ is equal to:-

$$ {tan7 tan23 tan60 tan67 tan83 }$$ is equal to-

If 4tan =3,the value of $$ left({4sin -2cos over4sin +2cos } right) $$ is:-

What is the value of $$ {cosec sqrt{1-cos^2 }}$$.

If $$ {1+sin over {1-sin }}={p^{2} over{q^{2}}}$$, then sec is equal to:

Find the minimum value of $$ {25 cosec^{2} +25sin^{2} }$$

What is the value of $${cos^2A over {1+sinA}}$$?

If tan $$ -{7 over4}=x $$ then the value of x is :

If $$ {cosAcotA over( 1 - sinA ) }=x $$ then the value of x is :

$$ sin^2 5 + sin^2 10 +sin^2 15 +.....sin^2 85 +sin^2 90 $$ is equal to

If sin + cosec = 2, then the value of $$ sin^9 +cosec^9 $$ is

The value of $$ cos {20^o} cos {40^o}cos {60^o}cos {80^o}$$ is:

If tan =1/5 then the value of Cosec² =?

In ABC is an acute angle and tan is equal to three times of cot . Find the value of $$ {sin^{2} +cosec^{2} -{1 over 2}cot^{2} }$$.

If $$ {cot A={n over{n+1}}}$$ and $$ {cot B={1 over{2n+1}}}$$ then what is the value of cot (A + B)?

If tan (11 )=cot (7 ), then what is the value of sin²(6 ) + Sec² (9 ) + cosec²(12 )?

If $$ {tan3A=cot{(2A+40)}}$$ then find the value of $$ {tan^2{3A}}+{cot^{4}3A}$$.

If 2sin² 5sin cos +7cos² =1then possible values of tan are

Which of the following simplification value of $$ {(secA-cosA)^{2}}+{(cosecA-sinA)^{2}}-{(cotA-tanA)^{2}}$$ ?

If a(tan +cot )=1, sin +cos =b and 0 < <90 , then the relation between a and b.

What is the simplification value of $${cotA+tanB} over{cotB+tanA}$$?

If sec -5 /4 = x, then the value of x is

If $$ {sec +tan over sec - tan } $$= $$ 2{51 over 79} $$ sin then the value of sin is :

If x tan45 cos30 = sin30 cos45 , then x is equal to -

If $$ sec +tan =2+ sqrt{5}$$, then the value of $$ sin +cos $$ is:

If $$ {2sin -cos over cos +sin }=1 $$ then the value of Cot is

$$ sqrt {sec^2{ }+cosec^2{ }}=?$$

If 3 + cos² = 3(cot² + Sin² ), 0 < <90 , then what is the value of (cos +2sin )?

If tan⁴ + tan² = 1, then the value of cos⁴ + cos² is

The minimum value of 16 tan² + 25cot² is

What is the value of sin² 60 + cos²30 + cot² 45 + sec² 60 cosec² 30 + cos² 0 .

If tanx = cot(50+3x), then what is the value of x ?

Sin (45 + ) Cos (45 ) is:

If $$ {tan ={a over b}}$$ then $$ {a sin +b cos over{a sin -b cos }}$$ is

If Tan⁴x Tan²x=1 then the value of Sin⁴x + Sin²x is__

Fill in the blanks:
Sin A = ____ (Cos A)

The greatest value of $$ Sin^{4} +Cos^{4} $$ is:

Solve it $$ {sin over 1+cos }+{1+cos over sin }=?$$

If cos + sin =m, sec + cosec =n, what is m/n?

If 2sin + 15 cos² =7, 0 90 , then what is the value of $$ {3-tan over 2+tan }$$?

If Cos A + Cos² A = 1, then Sin² A + Sin⁴ A=?

Find the value of $$ left({1 over {sin 60 }} right)^{2} + (cos 30 )^{2} over(tan 45 )^{2}$$.

Find the value of $$ { sqrt{(cos^{2}20 +cos^{2}70 )}}$$

Find the value of $$ left({sin 35 over cos55 } right)^2+ left({cos55 over sin 35 } right)^2 -2 sin^{3}30 $$

Find the value of sin² 10 + sin² 20 + sin² 30 + ....... + sin² 80.

Which of the following values suits for A to make the equation $$ {{ATan62 Sec 28 Cot 38 } over {Cosec62 Tan11 }}=1$$ ?