SOLUTION: (36b)^1/2(2b^1/4) equals nb^r where n the coefficient is: and r the exponent of b is:

Algebra.Com
Question 181818: (36b)^1/2(2b^1/4)
equals nb^r where
n the coefficient is:
and r the exponent of b is:

Answer by jim_thompson5910(35256)   (Show Source): You can put this solution on YOUR website!
Note:

So


This means that




So


Now add the exponents and multiply:


So where

RELATED QUESTIONS

(36b)1/2(2b1/4) =nb^r where n the coefficient is: r the exponent of b is: (answered by Alan3354)
(y^1/4)^1/5 =y^r where r the exponent of y... (answered by jim_thompson5910)
The expression (4b^−3 c^3 )^−5 (3b^−4 a^−2 )^−2 equals... (answered by jsmallt9)
X^2/5x^5/2 Equals x^r where r, the exponent is x, is: How would I solve this? (answered by MathLover1)
The expression: x^2 (1/9x^3) (63x^-11) equals c/x^e where the coefficient c is ___? and... (answered by jsmallt9)
The expression 5^square root of 32xh^7xS^8 over 5^square root of h^-5xS^-9 equals... (answered by stanbon)
The expression sqrt(729g^5y^3)^3 (729g^5y^3) equals kg^ry^s where r, the exponent of g, (answered by stanbon)
The expression \frac{\sqrt[3]{8 h^{-2} s^{-4}}} { \sqrt[3]{ h^{6} s^{4}}} equals... (answered by richard1234)
The sum of a finite geometric sequence for n terms with common ratio r and initial term... (answered by solver91311,ewatrrr,richard1234)