SOLUTION: The combination to a lock is three consecutive odd integers. If the sum of the integers is 93, what are the three integers?

Algebra.Com
Question 942140: The combination to a lock is three consecutive odd integers. If the sum of the integers is 93, what are the three integers?
Answer by macston(5194)   (Show Source): You can put this solution on YOUR website!
I= first integer, I+2=second I+4=third
I+(I+2)+(I+4)=93
3I+6=93 subtract 6 from each side
3I+6-6=93-6
3I=87 divide both sides by 3
3I/3=87/3
I=29 ANSWER first integer=29
I+2=31 ANSWER second integer=31
I+4=33 ANSWER third integer=33
Check:
sum of three consecutive odd integers=93
29+31+33=93
93=93

RELATED QUESTIONS

the sum of three consecutive odd integers is 93. Find the integers. (answered by greenestamps)
if the sum of three consecutive odd integers is 237 then what are the... (answered by stanbon,Electrified_Levi)
im confused on how to solve the following: the sum of three consecutive odd integers is (answered by Alan3354)
the sum of three consecutive odd integers is -87 what are the three... (answered by Alan3354)
The sum of three consecutive odd integers is 165. What are the three... (answered by Alan3354,MathTherapy)
The sum of three consecutive odd integers is -3. What are all three integers? Thank... (answered by ikleyn)
The sum of three consecutive odd integers is -273. What are the... (answered by pwac)
the sum of three consecutive odd integers is 279. what are the... (answered by orca)
The sum of three consecutive odd integers is 51. What are the... (answered by jojo14344)