How do you find three consecutive odd integers whose sum of the second and third integers is three less then three times the first integer? Algebra Expressions, Equations, and Functions Problem-Solving Models 1 Answer F. Javier B. Apr 9, 2018 Consider #n#, #n+1# and #n+2#, three consecutive integers. See explanation below Explanation: #n#, #n+1# and #n+2#. then #n+1+n+2+3=3n# #2n+6=3n# #3n-2n=6# #n=6# is the first integer and #7# and #8# the second and third Answer link Related questions What are the steps to solving a word problem? Where do I start when I'm trying to solve a word problem? How do you check a solution to a problem? What are the different strategies used to solve a word problem? What is the best method of determining the cost of downloading 26 movies, if it cost $2.25 to... How do you solve word problems involving percents? What are commonly used math terms that translates to addition, subtraction, multiplication, and division? How much pure antifreeze should be added to 3 gallons of a 30 percent antifreeze solution to get... How would you use equations to calculate the age of Al given that Al's father is 45 and he is 15... How do you solve #x=(y-1)/(y+1)# for y? See all questions in Problem-Solving Models Impact of this question 2003 views around the world You can reuse this answer Creative Commons License