Please help =( Choose the correct simplification of the expression a to the 12th power times b to the 8th power all over a to the 2nd power times b to the 4th power a10b4 a6b2 1 over a to the 10th power times b to the 4th power 1 over a to the 14th power times b to the 12th power
@Hero this guy can help you....
lol ok thanks hun =)
hopefully he willcome lol........ i will go find him... lol
I'm already here
ur getting a medal from me hero that commet was at the pefect timimg!!! lol dude u are a real hero!!!
So the problem is \(\large\frac{a^{12}b^8}{a^2b^4}\) correct?
@Jada12345
thanks you soo much lol =)
I was asking you IF that was the correct problem, lol
lol im slow yes lmboo
dont ask lol i just had a dumb blonde moment
Okay, so Hint: \(a^{12-2}b^{8-4}\)
Let me know what you get. All you have to do is subtract the exponents
a10 b4?
ohh thats all i have to do?? i did not no
Correct \(a^{10}b^4\)
Yup, that's all you have to do.
yes lol thank you sooh much =)
So foils and simplifies to In other words, Notice how factors back to the original expression (if you need help with factoring, check out this solver). So In other words, Notice how factors back to the original expression (if you need help with factoring, check out this solver). So this verifies our answer.
atta boii hero!!!!! lol
ok so i need help with one more idk if i should subtract or add? Choose the correct simplification of the expression
A2 a is correct jada :)
i dont get it?? heres the answers a to the 6th power over b to the 15th power a to the 5th power over b to the 8th power a over b to the 15th power a6b15
a6b15 :)
thank you =)
@Jada12345 no prob =D
1 medal please
It wont let me??
@Jada12345 click on best response
a is correct for the first one
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