Question

Without actual division find whether the rational number$\frac{17}{3125}$
is a terminating or non terminating
repeating decimal ?

Answer 1

Answer:

17÷3175

Step-by-step explanation:

$17 \div 5 ^{5}$

which means the denominator is in the form of 2 to the power of m ×5 to the power of n (

$2 {}^{0} \times 5 {}^{5}$

$2 {}^{m} \times 5 {}^{n}$

so which implies it is a terminating decimal