Reciprocal of 3/8

What's a Reciprocal? | Math with Mr. J

What is the reciprocal of the sum of the reciprocal of 3/5 and 7/3?

The reciprocal of -3/8 × (-7/13) is (a) 104/21 (b) -104/21 (c) 21/104 (d) -21/104

3/4 Divided by 3/8 (Three-Fourths Divided by Three-Eighths)

Why do we "keep, change, flip" or "multiply by the reciprocal" when we divide fractions?

Lesson 3-8 multiply the reciprocal

The Reciprocal of (-3/8)×(-7/13) is (A) 21/104(B)-21/104(C) 104/21(D) -104/21

3/8 + 1/8 (Adding fractions with the same denominator)

Find the Reciprocal of each of the following

Find the reciprocal of each of the following; 1) ( 3/8)^4 2) (-5/6)^11 3) 6^7 4) (-4)^3

Reciprocal of 3

Learn to divide a fraction by another fraction || 3/8 ÷ 1/2

Reciprocal of 1 3/4 (One and Three-Fourths)

How to Find the Reciprocal for 3/4

3 8 Change Division to Multiply by the Reciprocal

Fractions: Simplify (1/3) / (3/8)

Reciprocal of 5/8

Multiply 5/8 by the reciprocal of -3/8 -5/3 5/3 3/5 -3/5

Write down the reciprocal of 1) 5/8 2) 73) 1/12 4)12 3/5