Asked by bkue
solve for the equation x
sin x= -.35
180<x<270
sin x= .2
90<x<180
cos x = -.72
180< x<270
please explain, thanks :)
sin x= -.35
180<x<270
sin x= .2
90<x<180
cos x = -.72
180< x<270
please explain, thanks :)
Answers
Answered by
Reiny
Here is a standard way to solve these kind of problems, I will do the first one
sinx = -.35 , 180 < x <270
1. Find the acute angle, sometimes called the "angle in standard position"
by using the positive decimal
if sinx = .35, x = 20.5°
but x is supposed to be in III , then
x = 180 + 20.5 = 200.5°
check: on calculator, sin 200.5 = -.3502..
try the others the same way, check the answer with your calculator.
sinx = -.35 , 180 < x <270
1. Find the acute angle, sometimes called the "angle in standard position"
by using the positive decimal
if sinx = .35, x = 20.5°
but x is supposed to be in III , then
x = 180 + 20.5 = 200.5°
check: on calculator, sin 200.5 = -.3502..
try the others the same way, check the answer with your calculator.
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