How do you find the quotient #g^4/2divg^3/(8d^2)#?
1 Answer
Jun 29, 2017
Explanation:
#"note when dividing fractions"#
#• a/b-:c/d=a/bxxd/c#
#rArrg^4/2-:(g^3)/(8d^2)#
#=g^4/2xx(8d^2)/(g^3)#
#"cancel common factors on numerator/denominator"#
#=(cancel(g^4)^g)/cancel(2)^1xx(cancel(8)^4d^2)/cancel(g^3)^1#
#=4d^2glarrcolor(red)"quotient"#
