Solve the inequalities word problem u get 10 easy points?

Question

a. Choose a variable to represent the greater integer . b. Use the variable to write an inequality based on the given informatin.
(do not solve.) The sum of two consecutive odd integers is at most 185. ( the greater integers.)

Answer 1

2n+1 is an odd integer, the next one is 2n+3
so:
(2n+1) + (2n+3) <= 185

/

Answer 2

odd integer can be represented by 2x+1 as said before me, where x belongs to Z (integers).
suppose y = 2x+1. If y is the greater integer and if the two numbers are odd, consecutive integers, z = y - 2 = 2x-1.
In that case y + z =< 185, but since the sum of two odd integers cannot be an odd number, y+z<185 or y + z =< 184.
which can be written as:

2y - 2 < 185
2z + 2 < 185
4x < 185

where x, y and z all belong to Z (integers).
.
cheers!

Answer 3

An odd integer must be represented by the quantity (2N+1), where N is any integer. Two consecutive integers, then, would be represented by 2N+1 and 2N+3.

So:

(2N+1) + (2N+3) <= 185

<= represents "less than or equal to"

Answer 4

let the smaller integer be s s(s+1)>=75 or s(s+1) is not<75

Answer 5

b+(b-2)<=185

Answer 6

2x-2 <= 185

2x <= 187

x <= 93

Answer 7

n <= 93

Answer 8

x + (x-2) < 185.
2x - 2 < 185
2x < 183
You said I was not to solve.

Answer 9

What's up with the bribery...not like im going answer your question for 10 points. lol