Find the multiplicative inverse of [87] in Z150.

Use this answer to find all x in Z150 so that [87]x = [11].

Thanks guys ;)

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- Feb 13th 2006, 04:06 PMsuedenationMultiplicative inverse
Find the multiplicative inverse of [87] in Z150.

Use this answer to find all x in Z150 so that [87]x = [11].

Thanks guys ;) - Feb 14th 2006, 01:53 PMThePerfectHackerQuote:

Originally Posted by**suedenation**

Given the ring with unity $\displaystyle \mathbb{Z}_{150}$ find the multiplicative inverse of $\displaystyle 87$.

Thus, you need to solve the congruence,

$\displaystyle 87x\equiv 1\mod (150)$