# Please help me with these indices need urgent help :(

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• Feb 6th 2013, 11:14 AM
Jordannn1994
Please help me with these indices need urgent help :(
Attachment 26882

someone please do me with these indices eqautions showing working out aswell please!!
• Feb 6th 2013, 12:39 PM
sakonpure6
Re: Please help me with these indices need urgent help :(
When multiplying exponents with the same base, we add them together, so $2^4 * 2^2
$
is the same as $2^6$

a) $f^3g^2h^4 * f^2gh^3$
$= f^5g^3h^7$

When you have any power to the power of a power, like $(2^6)^4$ you multiply the exponents so you would get $2^24$
b) $(a^3b^2)^3$
= $a^9b^6$

When you are dividing with the same base, we subtract exponents so $2^3/2^2$ is equal to $2^1$ or $2$
c) $a^4bc^-2/a^5b^2c^3$
= $a^-1b^-1c^-5$ those are negative exponents btw.
or = $1/a^1b^1c^5$
• Feb 6th 2013, 01:22 PM
Jordannn1994
Re: Please help me with these indices need urgent help :(
Thanks so much!! can you please answer all 6 of the qeustions for me :)
• Feb 6th 2013, 01:23 PM
Jordannn1994
Re: Please help me with these indices need urgent help :(
Quote:

Originally Posted by sakonpure6
When multiplying exponents with the same base, we add them together, so $2^4 * 2^2
$
is the same as $2^6$

a) $f^3g^2h^4 * f^2gh^3$
$= f^5g^3h^7$

When you have any power to the power of a power, like $(2^6)^4$ you multiply the exponents so you would get $2^24$
b) $(a^3b^2)^3$
= $a^9b^6$

When you are dividing with the same base, we subtract exponents so $2^3/2^2$ is equal to $2^1$ or $2$
c) $a^4bc^-2/a^5b^2c^3$
= $a^-1b^-1c^-5$ those are negative exponents btw.
or = $1/a^1b^1c^5$

Thanks so much!! can you please answer all 6 of the qeustions for me
• Feb 6th 2013, 01:25 PM
Plato
Re: Please help me with these indices need urgent help :(
Quote:

Originally Posted by Jordannn1994
Thanks so much!! can you please answer all 6 of the qeustions for me

May I ask you why you expect someone else to do your work?
That is not our job. It is your job. They are for you to do.