SOLUTION: For all nonzero r, t, and z values, 16r^3tz^5/-4rt^3z^2=?

Algebra.Com
Question 737189: For all nonzero r, t, and z values, 16r^3tz^5/-4rt^3z^2=?
Answer by jim_thompson5910(35256)   (Show Source): You can put this solution on YOUR website!
16/(-4) = -4

r^3/r = r^(3-1) = r^2

t/t^3 = t^(1-3) = t^(-2) = 1/(t^2)

z^5/z^2 = z^(5-2) = z^3

-------------------------------------------------------

Answer:

RELATED QUESTIONS

From the compass study guide. Algebra Placement Test Sample. The question reads as... (answered by Earlsdon)
For all nonzero r.t. and z values, 16r(cubed)tz(to the 5th power) (answered by stanbon)
There is a question on the practice Compass test I don't understand. It is; For all... (answered by MathLover1)
Evaluate the following expression for r = -4 and t = 3 3r – 5t – 4rt (answered by rfer)
Evaluate the following expression for r = -4 and t = 3 3r – 5t – 4rt The answer is (answered by jim_thompson5910)
for all non zero r,t,z values 12r5tz7 / -4rt5z3 =? please note that the numbers 5, 7, 5, (answered by Fombitz)
For all nonzero y and z, (y^2*10^-4)*(z*1,000,000)/(y*0.0001)*(z*10^6) is equal to which... (answered by greenestamps)
Let x, y, and z be nonzero real numbers. Find all possible values of (x + y + z)/(|x| + (answered by yurtman)
Here is my problem: There are two geometric sequences with 3rd term 5 and 5th term 80.... (answered by jim_thompson5910)