C-01-Q050mediumsingle_mcq

The number of digits in the repeating part of a repeating decimal is always—

aequal to the denominator
bgreater than the denominator
cless than the denominator
dequal to the numerator

ব্যাখ্যা

When a fraction $\frac{p}{q}$ is converted to a repeating decimal, the possible non-zero remainders are limited to values less than $q$ . Hence the length of the repeating block is always less than the denominator.

এই অধ্যায়ের আরও প্রশ্ন

C-01-Q051Real numbers include—
C-01-Q052Which of the following is NOT a real number?
C-01-Q053Which of the following is a positive number?
C-01-Q054Which of the following is a negative number?
C-01-Q055Non-negative numbers include—
C-01-Q056Which of the following is NOT a non-negative number?
C-01-Q057If are real, then is—
C-01-Q058For real numbers , equals—
C-01-Q059The associative property of addition states—
C-01-Q060The distributive property states—

Real Numbers — সব প্রশ্ন দেখুন (149টি) →

The number of digits in the repeating part of a repeating decimal is always—

aequal to the denominator

bgreater than the denominator

cless than the denominator

dequal to the numerator