How can i simplify this exponential expression?

Question

If I have this problem: p^4/18m^6(27m^3) how can i simplify this expression

(p^4) / (18m^6)(27m^3)

Answer 1

Is the 27m^3 multiplied to the numerator? If so, you can cross out the m^3 and divide the denominator by m^3, leaving m^3 in the denominator. You can also divide the 27 and 18 by 9 to leave 3 in the numerator and 2 in the denominator.

3p^4/2m^3

Answer 2

You can simplify this in the following way :
p^4/18m^6(27m^3)
=p^4/(18*27)(m^6*m^3)
=p^4/486*m^(6+3)
=p^4/486m^9

Answer 3

a million. first use the distributive aspects to get 4*5y - 4*3 -2*6y +(-2)*3 then do multiplications to get 20y - 12 -12y - 6 then upload like words to get 8y -18 2. in case you have the comparable base style, on your question that's a 5, then you subtract the exponent interior the denominator from the only interior the numerator so the question will become 5^(3-5) which simplifies to 5^-2 that would additionally be written as a million/5^2 or a million/25

Answer 4

(p^4)/(18m^6)(27m^3)
= (p^4)/(486m^9)

Answer 5

your use of only 1 set parenthesis in this question makes it look like Algebra III work...can you rewrite it using more parenthesis.