If sin x = .42, what is cos x?
??
well draw a triangle 0.42 = 42/100 |dw:1404871199508:dw| find b using pythagoras then frind the cos(x)
or compute \[\large \pm\sqrt{1-.42^2}\]
I dont understand @campbell_st
well do you know pythagoras' theorem... c^2 = a^2 + b^2 it can be used the find the measure of b this is because you are given the value of sin(x)... which is opposite/hypotenuse so you have the measures for the hypotenuse and opposite side. You just need to find the adjacent side before find cos(x) b^2 = 100^2 - 42^2 so find b then cos(x) = b/100
If tan x = .76 and cos x = .22, what is sin x? @campbell_st
well you know that |dw:1404873426725:dw| hope it helps
Thanks, but how would you do this one If cos x = .75, what is sin x? @campbell_st
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