SOLUTION: (8x10^5)/(2x10^2)= (6x10^7)/(3x10^9)= (2x10^4)/(5x10^2)=

Algebra ->  Numeric Fractions Calculators, Lesson and Practice -> SOLUTION: (8x10^5)/(2x10^2)= (6x10^7)/(3x10^9)= (2x10^4)/(5x10^2)=      Log On


   

Question 281927: (8x10^5)/(2x10^2)=

(6x10^7)/(3x10^9)=
(2x10^4)/(5x10^2)=
Answer by JBarnum(2146) About Me  (Show Source):
You can put this solution on YOUR website!
to solve these u must understand how multiplication and division properties work
in these proplems like 8y%5E5%2F2y%5E2=4y%5E3 because 8/2=4 and the 5th power of y divided by the 2nd power of y is really yyyyy/yy=yyy or powers 5-2=3
%288%2A10%5E5%29%2F%282%2A10%5E2%29=a8/2 and powers 5-2
4%2A10%5E3=a

%286%2A10%5E7%29%2F%283%2A10%5E9%29=b 6/3 and powers 7-9
2%2A10%5E%28-2%29=b
%282%2A10%5E4%29%2F%285%2A10%5E2%29=c2/5 and powers 4-2
%282%2F5%29%2A10%5E2