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What is $\frac{7 π}{8}$ $(7pi)/8$ radians in degrees?

1 Answer

Dec 16, 2015

$\times 157.5 x degrees$ $color(white)(xx)157.5color(white)(x)"degrees"$

Explanation:

$\times 1 x radian = \frac{180}{π} x degrees$ $color(white)(xx)1color(white)(x) "radian"=180/picolor(white)(x)"degrees"$

$\Rightarrow \frac{7 π}{8} x radian = \frac{7 π}{8} \times \frac{180}{π} x degrees$ $=>(7pi)/8color(white)(x) "radian"=(7pi)/8xx180/picolor(white)(x)"degrees"$

$\times \times \times \times \times x = 157.5 x degrees$ $color(white)(xxxxxxxxxxx)=157.5color(white)(x)"degrees"$

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