Question
Which equation shows that multiplying by a reciprocal is the same as dividing by a number?
Answers
GPT 3.5
The equation that shows that multiplying by a reciprocal is the same as dividing by a number is:
a/b * b/a = 1
In this equation, "a/b" represents a fraction and "b/a" is its reciprocal. When these two fractions are multiplied, they equal to 1, which signifies that the result of multiplying by a reciprocal is equivalent to dividing by a number.
a/b * b/a = 1
In this equation, "a/b" represents a fraction and "b/a" is its reciprocal. When these two fractions are multiplied, they equal to 1, which signifies that the result of multiplying by a reciprocal is equivalent to dividing by a number.