Ashlee C.
asked 05/25/14A scarf and a blouse is bought for $37. If the blouse cost $28 more than the scarf, how much did the scarf cost?
Please help :)
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1 Expert Answer

Linda C. answered 05/25/14
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The correct way to work this problem since I misread it earlier. Sorry about that.
X = price of the scarf which is what we are looking for
The blouse is $28 more than the scarf together = $37
So blouse = 28 + X
Put both together
X + 28 + X = 37 now combine like terms remembering there is a 1 in front of both X's so
2X + 28 = 37 first step is to do opposite operation with constant which is number without a variable or letter. Opposite of add is subtract and we must do to both sides
2X + 28 = 37
-28. -28. Which cancels out constant on side with variable
Leaving 2X = 9 which reads as 2 times X = 9
Opposite of times is division so we divide both sides by 2
Leaves a 1 in front of the X which we do not show
So X = $4.50
I hope this time done correctly it will help you set up the equation and then solve it. I know in math now setting up the algebraic equation is as important or more important sometimes than getting the correct answer.
Have a great day! I apologize for any confusion earlier. I didn't follow my own rule I teach....read the darn question before you try to find the answer!
Linda C.
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