Asked by kelly
Use the given information to find the exact value of the expression:
Find cos(2, q),csc q =
q lies in quadrant II
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Find cos(2, q),csc q =
q lies in quadrant II
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Answers
Answered by
Michael
I'm confused by the notation.
You can't have cos(2,q). The cosine functions yields an angle given the adjacent and hypotenuse.
Can you please clarify your question?
You can't have cos(2,q). The cosine functions yields an angle given the adjacent and hypotenuse.
Can you please clarify your question?
Answered by
kelly
Find cos(2,è),csc è = è lies in quadrant II
I didn't have a theta sign so I used q
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I didn't have a theta sign so I used q
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Answered by
Michael
You can just use x instead of theta.
cos(2x)csc(x)
Is this correct? We are multiplying cosine of 2 theta by cosecant of theta?
cos(2x)csc(x)
Is this correct? We are multiplying cosine of 2 theta by cosecant of theta?
Answered by
kelly
yes
Answered by
Michael
They have to give you some number to solve this.
Are you sure it's not find cos(2x) given csc(x) = some number they give you?
Are you sure it's not find cos(2x) given csc(x) = some number they give you?
Answered by
kelly
exact question is :
Use the given information to find the exact value of the expression
Find cos(2,x),csc x= x lies in quadrant II
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24/25
7/25
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Use the given information to find the exact value of the expression
Find cos(2,x),csc x= x lies in quadrant II
-7/25
24/25
7/25
-24/25
Answered by
Michael
I still don't fully understand the notation and the commas. Sorry, maybe someone else can help you.
Answered by
kelly
thanks anyway
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