SOLUTION: I have tried everythin i can on this problem adn i cannot find a solution. the question is a number t increased by the sum of seven and the square of another number s is ten.

Question 154085This question is from textbook Algebra 1
: I have tried everythin i can on this problem adn i cannot find a solution. the question is a number t increased by the sum of seven and the square of another number s is ten.

i have tried starting with t+7 but i know you can't start like that so i dont knwo how else to do it This question is from textbook Algebra 1

Answer by nerdybill(7384) (Show Source): You can put this solution on YOUR website!
a number t increased by the sum of seven and the square of another number s is ten.
.
"increased" -- think addition
"sum" -- again, think addition
"is" -- equal sign
.
Then we have:
"a number t increased by the sum of seven and the square of another number s" = "ten"
.
Breaking down the first part:
"a number t increased by the sum of seven and the square of another number s"
t + (7+s^2)
.
Finally, we have:
t + (7+s^2) = 10
Note: ^ is a symbol for exponentiation
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