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\[x ^{4}x ^{3}\]
x^7 is the answer bud
Don't you just add the 4+3? so it becomes x^7?
Oh okay haha(: Thanks!
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you are just multiplying the two variables. When multiplying variables with exponents, add the exponents. Thus, 4+3=7
Then what would I do for \[w ^{8}w\]
w^9
8+1=9. The w without an exponent showing really is w^1
Ohhh! Yeah I remember that now!(:
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The addition of exponents applies whenever multiplying variables
\[9x ^{5}(4x ^{7})\]
Come on, I think you can figure it out now. What is 9x4=? What does 5+7=?
36^12?
36x^12. Dont forget the variable
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Okay !(: So I just multiply variables and add exponents!
Multiply any number in front of the variables, add the exponents :)
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