Sagot :
What are the 3 odd integers in which thrice the product of the last two is six less than the product of the first two integers?✍
- The three odd integers are 15, 17, 19.
Let
n=first integer
n+1 second integer
n+2 third integer
(Third-First)=Second-12
(n+2-n)=n+1-12
2=n-11
13=n
13 is the first integer
13+1=14 is the second
13+2=15 is the third
Check
15-13=14-12
2=2
n=first integer
n+1 second integer
n+2 third integer
(Third-First)=Second-12
(n+2-n)=n+1-12
2=n-11
13=n
13 is the first integer
13+1=14 is the second
13+2=15 is the third
Check
15-13=14-12
2=2