Question

The expression (1/23) ^1000 is closest to what integer? HELP QUICK PLS

Answer 1

Answer:

The expression is close to 0

Step-by-step explanation:

Given the expression $(\frac{1}{23} )^{1000}$, for us to know the closest integer, the following step must be carried out;

$(\frac{1}{23} )^{1000} \\=\frac{1^{1000} }{23^{1000} } \\= \frac{1}{23^{1000}} \\= \frac{1}{5.34 * 10^{1361} }} \\= 1.87*10^{-1362}$

The value gotten is a very small value which is close to 0