Step 7 Of 8 Now That We Have Tan 0 2 1 We Can Apply The Reciprocal Identity Cot 0 Tan 0 Tan 0 2 1 Cot 0 1 (44.11 KiB) Viewed 41 times
I need help with the empty boxes step 8 out of 8
Step 7 of 8 Now that we have tan(0) = √2-1, we can apply the reciprocal identity cot(0) = tan(0)* tan(0) = √2-1 cot(0) = Step 8 of 8 √2 - 1 This fraction can be further simplified by rationalizing the denominator. cot(0) = /2 √2+1 Therefore the six trigonometric functions of angle when cos(20) √2 and 180° ≤ 0 ≤ 270° are sin(0) = cos(0) = tan(0) = csc(0) = sec(0) = cot(0) = I X
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