Paul L. answered 04/12/17
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For Percent questions, I recommend you memorize 1 formula:
Part = Percent x Whole
This can be used to find the Part, the Whole, or the Percent. Just make sure you set up your equation correctly, and remember that % means /100 (so 30% = .3).
Let's put this to work on your problem. We know the Part and the Whole; we need the Percent (I'll use X). Now, the trick here is to understand that the Whole is actually 137, because that's what the original was. So...
189 = 137X
1.3795 = X
Part = Percent x Whole
This can be used to find the Part, the Whole, or the Percent. Just make sure you set up your equation correctly, and remember that % means /100 (so 30% = .3).
Let's put this to work on your problem. We know the Part and the Whole; we need the Percent (I'll use X). Now, the trick here is to understand that the Whole is actually 137, because that's what the original was. So...
189 = 137X
1.3795 = X
Which means 137.95% Since your question asks "how much more than 137" the answer in this case is 37.95%.
BTW- If you mixed up Part & Whole, you'd realize that when your answer was less than 100%.
I hope that helps you with any Percent problem you face.
Paul L.
Paul L.