If the reciprocal of the product of the two consecutive integers is 1/30 how do you find the two integers?
Then the product must be the reciprocal of
The reciprocal of the reciprocal is the original number.
So we need
You can try factoring
*Integers:* The numbers which are not fractional(like
Let A, B be two consecutive numbers.
suppose A=n say.
Then B must be "n+1" as it is next number to A.
Product of two consecutive numbers=AB.
The reciprocal of the product of the two consecutive integers=
But, the reciprocal of the product of the two consecutive integers is 1/30.
From equality rule,
Just substitute assumed A,B values.