Help me!! Suppose you are a math teacher and you have just taught a lesson on exponents. A student asks you to review some worked problems. Look over the problems and correct any mistakes. Explain the errors in the student's reasoning. (4a^2b^5)/(2a^6b^2) = 4/2 * a^2/a^6 * b^5/b^2 = 2 * a^4 * b^3 = 2a^4b^3
@ribhu ?
whats the question exactly looks like is unclear to me
I know what you mean..i'm suppose to fix the equation for the student correct mistakes in the equation if there is any.
I see one mistake.
\(\dfrac{4a^2}{2a^6}\) For this section, we subtract the exponents, giving us 2 - 6, not 6 - 2..you put 4..
\(2a^\color{red}4b^3\)
I didn't put 4 my teacher did lol but thanks!!!
Oh..
Nevermind..lol.
So thats not the answer...im suppose to know what the fake "Student" didi wrong was that it?
We divide all the whole numbers together, and subtract all the exponents with like variables. \(\dfrac{4a^2b^5}{2a^6b^2} \rightarrow \dfrac{4}{2} a^{2-6}b^{5-3} \rightarrow 2a^{-2}{b^2}\)
Sorry that should be \(2a^{-4}b^2\)
Yeah, he subtracte 6 - 2, when he should've subtracted 2 - 6.
*subtracted
Join our real-time social learning platform and learn together with your friends!