Find the quotient. 48a^3bc^2 ÷ 3abc

Question

Find the quotient.   48a^3bc^2 ÷ 3abc

anonymous · Answer

Add exponents that have the same base when multiplying, subtract when dividing:
$$\frac{x^3}{x^2}=x^{3-2}=x$$


$$16 a^4 b^2 c^3$$

anonymous · Answer

However, I think you also might have a typo you may want to check... If you meant the below, it's not the same answer.  Got to watch parenthesis.$$\frac{(48 a^3 (b c^2))}{(3 a b c)} = 16 a^2 c$$

unklerhaukus · Answer

$$ 48a^3bc^2 ÷ 3abc=\frac{ 48a^3bc^2}{3abc}$$$$=\frac {48}{16}a^{3-1}b^{1-1}c^{c-1}$$

anonymous · Answer

there were no () in the prob

anonymous · Answer

If there were none, then you'll be using the first answer I posted.  Double check though just in case.  It's a common mistake.  Btw, just to be clear:

$$\frac{(48a^3(bc^2))}{(3abc)}=\frac{48a^3bc^2}{3abc}$$

anonymous · Answer

You can type a fraction like that by using \frac {numerator}{denominator}

$$ \frac{numerator}{denominator} $$

anonymous · Answer

thank you

anonymous · Answer

whats the quotient of 
\48a 3 bc 2 ÷ 3abc