Asked by Catelin
Find one counterexample to show that each conjecture is false.
The product of two positive numbers is greater than either number.
The product of two positive numbers is greater than either number.
Answers
Answered by
MathMate
Find one counterexample:
"The product of two positive numbers is greater than either number"
For example: 5*(1/2)=2.5 < 5
If at least one of the numbers is smaller than one, then the product is smaller than at least one of the two numbers. For example:
5*(1/2)=2.5 < 5
"The product of two positive numbers is greater than either number"
For example: 5*(1/2)=2.5 < 5
If at least one of the numbers is smaller than one, then the product is smaller than at least one of the two numbers. For example:
5*(1/2)=2.5 < 5
Answered by
cristiana
the sum of two numbers is greater than either number
Answered by
Anonymous
2 &2
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