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Can you determine the prime factorization of 88?
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Can you think of 2 numbers that multiply to 88 ?
2 and 44?
So we start off with this factor tree |dw:1402444183656:dw|
The two numbers below multiply back to the top number (2*44 = 88)
Now focus on 44 what two numbers multiply to 44?
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Next is 4 & 11?
good
|dw:1402444258783:dw|
what's next?
2 * 2, but nothing for 11
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very good
|dw:1402444356559:dw|
Then we circle all the primes |dw:1402444383777:dw|
So \[\Large 88 = 2*2*2*11\] which turns into \[\Large 88 = 2^3*11\]
So would that make it 2^3 * 11?
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Since \[\Large 2*2*2 = 2^3\]
Thank you! :)
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