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Simplify: 555 x 4
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what is 4*4*4? and 8*8*8?
4*4=16*4=? 8*8=64*8=? now add those two #s
Let's use previous rule (x^a)^b = (x^(a*b)) So, in order to simplify, 4^3 * 8^3 (2^2)^3 * (2^3)^3 = 2^(2*3) * 2^(3*3) = 2^6 * 2^9 Ok, here is another rule (x^a * x^b) = x^(a+b) Same base numbers being multiplied together. So, 2^6 * 2^9 = 2^(6+9) = 2^(15) Hope this helped. Remember the rules.. =)
it says 32 or 12
for base
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Oh ok, you can actually do this 32 = 2^5 So, let's revise our answer 2^15 = 2^(5*3) = (2^5)^3The first rule that i showed before. Now, let's just plug in the 32 in place of 2^15 so, (2^5)^3 = 32^3
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