A geometry problem by A Former Brilliant Member

Geometry Level 1

What is the cosine of 370°?


The answer is 0.985.

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1 solution

370° is greater than 360° so let us subtract 360°

370° − 360° = 10°

cos(370°) = cos(10°) = 0.985 (to 3 decimal places)

How did you find cos 1 0 0 10^{0}

Manish Mayank - 6 years, 12 months ago

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By Calculator ;)

Javers Argho Sarder - 6 years, 11 months ago

@Manish Mayank , Either it can be found out by Log Tables or I can tell u a way to find the approximate value...In this question I filled the value 1...and got the right answer..Here's why!

Just remember, value of cos θ 1 , w h e n θ 1 \cos { \theta \approx 1, } when\quad \theta \ll 1 and θ \theta is in radian

In this case, θ = 10 = π / 18 = 3.14 / 18 0.1777 \theta ={ 10 }^{ \circ }=\pi /18=3.14/18\approx 0.1777 , which is very very less than 1 1

Thus the answer is 1. Hope it is clear:)

A Former Brilliant Member - 6 years, 11 months ago

cos 10 is not 0.985

Parth Lohomi - 6 years, 11 months ago

You have got this question From mathisfun.com if I am not too wrong?

Anik Mandal - 6 years, 11 months ago

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