Mathematics, 28.01.2020 14:42, Teedollasign

Let a and b be rational numbers. then by definition
a = m/n and b = p/p where m, n, p, and q are integers
xy=m/n × p/q
ng
so xy is the quotient of two integers.
this proof shows that the product of two rational numbers
a. an integer
b. irrational
c. rational
d. a whole number

Answers: 1

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Let a and b be rational numbers. then by definitiona = m/n and b = p/p where m, n, p, and q are integersxy=m/n × p/qngso xy is the quotient of two integers.this proof shows that the product of two rational numbers a. an integerb. irrational c. rational d. a whole number

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Let a and b be rational numbers. then by definition
a = m/n and b = p/p where m, n, p, and q are integers
xy=m/n × p/q
ng
so xy is the quotient of two integers.
this proof shows that the product of two rational numbers
a. an integer
b. irrational
c. rational
d. a whole number