In triangle ABC, `/_B=90^@`, AC+BC=25 and AB=5, determine the value of sinA, cosA and tanA

In triangle ABC , if AB=2,BC=4 and AC=5, then the value of (sinA-sinB)/(sinC) is equal to

In Delta ABC, /_ B = 90^(@), BC = 5cm and AC - AB = 1 cm. Find the value of sinC and cos C.

In a Delta ABC,angle B=90^(@),AB=5cm and (BC+AC)=25 cm . Find the values of sin A, cos A, "cosec "C and secC.

In a Delta ABC,angle B=90^(@),AB=7cm and (AC-BC)=1cm , find the values of sin A , cos A, sin C and C.

If cosA=3/5 , then find the value of (sinA-cosA)/(2tanA)

If sinA=3/5 , find cosA and tanA .

If tanA=5/(12) , find the value of (sinA+cosA)secA .

In tanA=5/12 then the value of (cosA-sinA) cosec A is…….

In triangle ABC,/_B=90^@,/_C=30^@ ,AB=6 cm then AC=…………

If the median of triangle ABC through A is perpendicular AB, then the value of sinA cosB + 2sinB cosA is equal to