Ask a New Question

Question

suppose that the angle theta is in the second quadrant, and that sin(theta)=1/3. Find exact values for cos (theta) and csc (theta)
9 years ago

Answers

bobpursley
csc=1/sin=3

cos^2 Theta+sin^2 Theta=1
cos^2=1-sin^2=8/9
cosTheta=sqrt(4*2/9)=2/3 sqrt2 and in the second quadrant, it is negative (minus)
9 years ago

Related Questions

Suppose x=4sin(theta, for theta (-pie/2, pie/2). Rewrite(sqrt16-x^2)^3/x^3 (Sorry Im not very go... angle theta is in the standard position and 0'=<theta=<180'. If cos theta = -2/3, find the exact val... if theta is the angle between unit vectors A bar and B bar, then (1-A bar.B bar)/(1 plus A bar.B bar... Let theta be an angle in the first quadrant, and suppose sin theta equals a. Evaluate sin(180... Theta is an angle between the lines L1 and L2 with the slopes m1 and m2. Prove that tan theta= (m2... An angle theta satisfies the relation (csc theta)(cos theta)=-1 Give an example of information ne... Suppose theta is an angle in standard position with cos theta > 0. In which quadrants could the term... For a particular angle theta, the cosine function f(x) = a cos b(theta) has the following values wit... Let theta be an angle such that sin(theta) = 4/5 and cos(theta) = 3/5. What are cos(theta - pi) an... given cos theta=-5/6 and angle theta is in quadrant 2 what is the exact value of sin theta in simple...
Ask a New Question
Archives Contact Us Privacy Policy Terms of Use