SOLUTION: if the product of two consecutive integers is decreased by 20 times the greater integer, the result is 442. find the integers.

Algebra.Com
Question 36892: if the product of two consecutive integers is decreased by 20 times the greater integer, the result is 442. find the integers.
Answer by Paul(988)   (Show Source): You can put this solution on YOUR website!
THe 2 consectuive integers are, x and x+1
(x)(x+1)-20(x+1)=442


Solve that you get x=33
33+1=34
Hence, the two consectuive integers are 33 and 34.
PAul.

RELATED QUESTIONS

if the product of two consecutive integers is decreased by 20 times the greater integer,... (answered by jojo14344,KnightOwlTutor)
If the product of two consecutive integers is decreased by 20 times the greater integer.... (answered by jsmallt9)
Find two consecutive even integers whose product is 288. A number is increased by 4... (answered by ankor@dixie-net.com)
the product of two consecutive even integers decreased by seven times the greater integer (answered by ankor@dixie-net.com)
if the product of two consecutive odd integers is decreased by one third the lessre the... (answered by stanbon)
If the product of two consecutive odd integers is decreased by one-third the lesser... (answered by checkley71)
if the product of two consecutive odd integers is decreased by 3, the result is 12. find... (answered by checkley77)
if the product of two consecutive odd integers is decreased by 3 the result is... (answered by vleith)
If the product of two consecutive even integers is increased by lesser integer, the... (answered by greenestamps)