SOLUTION: If we extablish an identity, sinAcscA-sin^2*A could equal which of the following quantities?
1. 1
2. cos^2*A
3. sin^2*A-1
4. tan^2*A
Algebra.Com
Question 149408: If we extablish an identity, sinAcscA-sin^2*A could equal which of the following quantities?
1. 1
2. cos^2*A
3. sin^2*A-1
4. tan^2*A
Answer by jojo14344(1513) (Show Source): You can put this solution on YOUR website!
Solution:
= sinAcscA-sin^2A
= -(sin^2*A)
= 1-(sin^2*A)
= cos^2*A
Answer: #2
Thank you,
Jojo
RELATED QUESTIONS
Please help me with the following problem:
If we extablish an identity:
(cos^2 A)/(1 +... (answered by jim_thompson5910,stanbon)
Please help me solve this problem!
If we establish an identity, -sin A csc A - sin^2 A - (answered by jojo14344)
Will someone please help me, I'm so confused!
If we extablish an identity, (in simplest... (answered by Fombitz)
prove the following
1.tanAsinA+cosA=secA
2.sinA-sinAcos^2A=sin3A... (answered by Alan3354)
prove the following identities (step by step process simplest form and detailed)... (answered by Alan3354)
prove the following identities (step by step process simplest form and detailed)... (answered by Alan3354)
establish each identity: 1-(cos^2 A/1+sin A)=sin... (answered by htmentor)
Find all the exact t-values which are solutions for the following:
1) Sin(t)= Square (answered by richwmiller)
Choose the correct right-hand side to make the equation an identity.
sin^2 x cot^2 x = (answered by josgarithmetic)