Question 154400
one number is two less than a second number. If you take one-half of the first number and increase it by the second number, the result is at least 41. Find the least possible value for the second number.
:
Write an equation for each statement:
"one number is two less than a second number.
x = "one number"
and
(x+2) = "a second number"
;
" If you take one-half of the first number and increase it by the second number, the result is at least 41."
.5x + (x+2) => 41
1.5x + 2 = 41
1.5x = 41 - 2
1.5x = 39
x = {{{39/1.5}}}
x => 26
:
 Find the least possible value for the second number. 
:
Least value: 26 + 2 = 28
:
Check solution in statement
"one-half of the first number and increase it by the second number, the result is at least 41. 
.5(26) + 28 = 41