Home
Class 12
MATHS
In which of the following cases, there e...

In which of the following cases, there exists a triangle ABC?
(a) `b sin A = a, A lt pi//2`
(b) `b sin A gt a, A gt pi//2`
(c) `b sin A gt a, A lt pi//2`
(d) `b sin A lt a, A lt pi//2, b gt a`
(e) `b sin A lt a, A gt pi//2, b = a`

Promotional Banner

Similar Questions

Explore conceptually related problems

Which is the following is always true ? (a) If a lt b, " then " a^2 lt b^2 (b ) If a lt b "then " 1/a gt 1/b ( c) If a lt b , " then " |a| lt |b|

Which is the following is always true ? (a) If a lt b, " then " a^2 lt b^2 (b ) If a lt b "then " 1/a gt 1/b ( c) If a lt b , " then " |a| lt |b|

Which is the following is always true ? (a) If a lt b, " then " a^2 lt b^2 (b ) If a lt b "then " 1/a gt 1/b ( c) If a lt b , " then " |a| lt |b|

Which is the following is always true ? (a) If a lt b, " then " a^2 lt b^2 (b ) If a lt b "then " 1/a gt 1/b ( c) If a lt b , " then " |a| lt |b|

Using LMVT prove that : (a) tan x gt x in (0, pi/2) , (b) sin x lt x for x gt 0

If sin A = 3/5, tan B = 1/2 and pi/2 lt A lt pi and pi lt B lt (3pi)/(2) then 8 tan A - sqrt(5) sec B =

If 13 sin A = 12 , pi//2 lt A lt pi and 3 sec B=5 , 3pi/2 lt B lt 2pi " then " 5 tan A+ 3tan^(2) 8 =

If sin A=(3)/(5), tan B=(1)/(2) and (pi)/(2) lt A lt pi and pi lt B lt 3(pi)/(2), then 8 tan A+sqrt(5) sec B=

If sin A = (3)/(5) and cos B = (9)/(41) , 0 lt A lt (pi)/(2), 0 lt B lt (pi)/(2) Find the value of sin (A + B)

If sin A=3/5 and cos B = 9/41, 0 lt A lt pi/2 and 0 lt B lt pi/2 . Find the values of that : sin (A+B)