If - - -8 then find the value of - - is

Given θ θ =8 #160; ^2θ ^2θ =1 (θ θ) (θ +θ )=1 θ +θ = 18 ...

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Byju's Answer

Standard XII

Mathematics

Integration by Substitution

If θ -θ =8 ...

Question

If $csc θ - cot θ = 8$ then find the value of $csc θ + cot θ$ is

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Solution

Given $csc θ - cot θ = 8$

${csc}^{2} θ - {cot}^{2} θ = 1$

$(csc θ - cot θ)$ $(csc θ + cot θ) = 1$

$csc θ + cot θ = \frac{1}{8}$

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If cscθ−cotθ=8 then find the value of cscθ+cotθ is

Given cscθ−cotθ=8 csc2θ−cot2θ=1(cscθ−cotθ)(cscθ+cotθ)=1cscθ+cotθ=18

If $csc θ - cot θ = 8$ then find the value of $csc θ + cot θ$ is

Given $csc θ - cot θ = 8$

${csc}^{2} θ - {cot}^{2} θ = 1$

$(csc θ - cot θ)$ $(csc θ + cot θ) = 1$

$csc θ + cot θ = \frac{1}{8}$