Question

the simplest p/q form of 0.00125 is

Answer 1

Answer:

➡

0.00125

$= 125 \times {10}^{ - 5}$

$= \frac{125}{ {10}^{5} }$

$= \frac{125}{100000}$

The simplest p/q form of 0.00125 is 125/100000

Answer 2

Answer: The simplest form of 0.00125 is as follows:

Step-by-step explanation: The simplest form of 0.00125 $= 125$×$10^{5}$$.$

                                                                                               $= \frac{125}{100000}$$.$

               The following rational number is divisible by $5$   $=$ $\frac{25}{20000} .$

                It is divisible by the number $5$                               $= \frac{5}{4000}.$

                It is again divisible by the number $5$                     $= \frac{1}{800}.$

Hence, the final answer for the simplest form of 0.00125 is $\frac{1}{800}$.

#SPJ2.