i dont get this question ( Contrast roles of the coefficients and exponents when multiplying and dividing terms.)
An example might help you. What actions do you take with the coefficients of the terms and with the exponents in this product: \[\large 3y ^{2} \times 7y ^{5}=\ ?\]
you combine like terms
So to find the product, what operation do you do to the coefficients 3 and 7, that is do you add, divide or multiply.
add
right?
Not really. What is the result of: \[\large 3\times7=\ ?\]
21
Correct. So that is what we do to the coefficients 3 and 7 of \[\large 3y ^{2} \times 7y ^{5}\]
oh i get it its the exponent i add right
21^7 ?
What happened to y?
idk the comment left when i was trying to answer it
i thought you deleted it or something
well it would have been 4 and then id have to minus the exponents ?
Sorry. I want to finish multiplication first. So in your result 21^7 what happened to y.
oh yeah 21y^7
Correct! Now lets look at division of terms. What do you do to coefficients and to exponents in: \[\large \frac{16x ^{6}}{4x ^{2}}\]
so You add the exponents when its multiplying and minus when its dividing ? and 4x^4
You are correct. Can you answer the question that you posted now?
yes thank you :) can you help me with another one?
Sorry, I have to log out now. Please post the other question as a new one.
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