How to calculate approximate value of tan44° ?
Someone plzzz do it immediately!!!
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Answer:
≈0.965
Explanation:
The derivative of tanθ is sec2θ, so that to a first order in δθ we have
tan(θ−δθ)=tan(θ)−sec2θ×δθ
To estimate tan44∘ we must use θ=π4 and δθ=π180 (remember that in calculus angles must be measured in radians) so that
tan44∘≈tan(π4)−sec2(π4)×π180=1−2×π180≈0.965
≈0.965
Explanation:
The derivative of tanθ is sec2θ, so that to a first order in δθ we have
tan(θ−δθ)=tan(θ)−sec2θ×δθ
To estimate tan44∘ we must use θ=π4 and δθ=π180 (remember that in calculus angles must be measured in radians) so that
tan44∘≈tan(π4)−sec2(π4)×π180=1−2×π180≈0.965
shivkumar34:
thank you
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