Let (S(x) ) be the exponent on a base 2 that gives the result (x ) Find a (S(32) ) b (S left( frac 1 8 ight) ) c (S( sqrt 2 ) ) For each verbal description in Problems 51 54, write a rule in the form of an equation and then state the domain ...

Part a S32 represents the exponent on a base 2 that gives the result 32 We can write this as an ex ...

Let (S(x)) be the exponent on a base 2 that gives the result (x). Find a. (S(32))

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Let $S(x)$ be the exponent on a base 2 that gives the result $x$. Find

a. $S(32)$

b. $S\left(\frac{1}{8}\right)$

c. $S(\sqrt{2})$

For each verbal description in Problems 51-54, write a rule in the form of an equation and then state the domain.

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Nature Of Mathematics

ISBN: 9781133947257

13th Edition

Authors: Karl J. Smith

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Let (S(x)) be the exponent on a base 2 that gives the result (x). Find a. (S(32))

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Nature Of Mathematics

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