Question

The number of decimal place after which the decimal expansion of the rational

number

23/2^2✖5

will terminate is​

Answer 1

Answer:

two decimal places.

Step-by-step explanation:

by known theorem, in p/q q must have the factors as 2^m and 5^n then the decimal will terminate.

here

23/2²×5

multiply and divide by 5 then we will get

23 × 5/(2² × 5²)

= 115/10²

=1.15