Steps To Find 2 Consecutive Odd Integers that equals 176.?
Favorite Answer
x+2 = larger
x+(x+2)=176
simplify and subtract 2 from both sides
2x = 174
divide each side by 2
x = ???
then find your larger…
x+2=???
the easiest and most productive way to do it is with a calculator
divide the 176 by 2, and you get 88, go one down, and one up, to get 87 and 89, therefore, those are your answers
the algebra way to do it is to make : x + (x+2) = 176 (where x is the lower of the two odd integers)
then you add like terms, making it : 2x + 2 = 176
Then, you subtract 2 from both sides: 2x = 174
and finally, you get that x = 87
and since it is the lower of the two consecutive odd integers, you add 2 to get the next one
(2x+1) + (2x+3) = 176
2x+1+2x+3 = 176
4x + 4 = 176
4x= 172
x= 43
so the first number is (2x + 1) which is (43)(2) + 1 = 87
the other one would be (2x + 3) gives 89
If you use x and x + 2 you get even numbers instead of odd
Then the sum of the two integers is x + (x + 2)
You can surely work it out from that.
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