C-01-Q088mediumsingle_mcq

For a decimal of the form $0.p_1 p_2 \overline{q_1 q_2}$ (2 non-repeating, 2 repeating digits), the denominator is—

a $99$
b $9900$
c $100$
d $990$

ব্যাখ্যা

Each repeating digit gives a $9$ and each non-repeating digit after the point gives a $0$ , so the denominator is $99$ followed by two zeros, i.e. $9900$ .

এই অধ্যায়ের আরও প্রশ্ন

C-01-Q089In converting to a common fraction, the raw denominator (before simplification) is—
C-01-Q090as a fraction equals—
C-01-Q091Two repeating decimals are called "similar" when—
C-01-Q092and are—
C-01-Q093and are—
C-01-Q094In Example 8 of the chapter, is converted into its similar form as—
C-01-Q095When creating similar repeating decimals, the number of digits in the repeating part of each must be equal to—
C-01-Q096The number of digits in the non-repeating part of each similar form equals—
C-01-Q097In the addition of similar repeating decimals, any carry produced at the leftmost digit of the repeating part
C-01-Q098In the subtraction of repeating decimals, any borrow at the leftmost repeating digit is—

Real Numbers — সব প্রশ্ন দেখুন (149টি) →

For a decimal of the form 0.p1p2q1q2‾0.p_1 p_2 \overline{q_1 q_2}0.p1​p2​q1​q2​​ (2 non-repeating, 2 repeating digits), the denominator is—

ব্যাখ্যা

এই অধ্যায়ের আরও প্রশ্ন

For a decimal of the form 0.p1p2q1q2‾0.p_1 p_2 \overline{q_1 q_2}0.p1​p2​q1​q2​​ (2 non-repeating, 2 repeating digits), the denominator is—

ব্যাখ্যা

এই অধ্যায়ের আরও প্রশ্ন

For a decimal of the form $0.p_1 p_2 \overline{q_1 q_2}$ (2 non-repeating, 2 repeating digits), the denominator is—

For a decimal of the form $0.p_1 p_2 \overline{q_1 q_2}$ (2 non-repeating, 2 repeating digits), the denominator is—