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#2 (permalink) | |
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TestMagic Guru-in-Training
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Quote:
Can someone show me how to apply this shortcut? I am not quite understanding it. here is a short cut formula to remember.. if price is increase by x% then by y% the resulting net increase after the successive increments is always (X + Y + XY/100) |
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#3 (permalink) |
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TestMagic Guru-in-Training
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Example:
You had $1000 You earned 5% interest the first year You earned 8% interest the second year you can do 1000*(1.05)(1.08)=1134 or: Total increase = 5+8+5*8/100 = 13.4% 1000*(1.134) = 1134 Here's how to derive the shortcut: A = original X = first increase % Y = second increase % Total increase = A * (100+X)/100 * (100+Y)/100 = = A * (1+X/100) * (1+Y/100) = A * (1+Y/100+X/100+XY/10000) <- FOIL Now to convert it back to percents: A * (100+Y+X+XY/100)/100
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#5 (permalink) |
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TestMagic Guru-in-Training
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Divide through by 100:
X+Y+XY/100=8, meaning the net percent increase will be 8%. We don't actually need to know the individual terms, because we're already given the final sum. You can also see Statement 1 won't work because we're given XY, but aren't told what X and Y equal, so we can't compute the (X+Y) part (ex: it can be 30*1, X=30 Y=1, or 3*10, X=3 Y=10).
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If you have questions about my solutions, PM me. Some gre/gmat stuff (mostly Math): My del.icio.us bookmarks My Clipmarks bookmarks |
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#6 (permalink) | |
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TestMagic Guru-in-Training
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Quote:
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