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Write 32x^5y^5 with only one exponent. Use parentheses?
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2^5 =32 therefore 32x^5y^5 = 2^5 x^5 y^5 Can you do it from here?
2xy^15
nope... \[a^x b^x = (ab)^x\] From this, can you try again?
32x^25y
Hmm... \[a^5b^5c^5 = (abc)^5\] Can you try again?
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Hint: a =2, b=x, c=y ...
32xy
nope....
32x^5 y^5 = 2^5 x^5 y^5
ok 2^5 is 32 right
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yes
32xy^10
no you cannot do it like that \[x^5y^5 \neq xy^{10}\]
\[x^5y^5 = (xy)^5\]
32(xy)^5
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Perhaps, but personally i'd convert the 32 too... Since 32 =2^5 \[2^5 x^5 y^5 = (2xy)^5\]
see i new that but when i put it like that on my test it was wrong but i'll put it again and have my teacher chek it
Okay, post the result once you've got it, I also want to check it too!
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