SOLUTION: If A is directly proportional to C and B is directly proportional to C, prove that each of the following is directly proportional to C. (a) A+B (b) A-B (c) √AB

Algebra.Com
Question 1079225: If A is directly proportional to C and B is directly proportional to C, prove that each of the following is directly proportional to C.
(a) A+B
(b) A-B
(c) √AB

Answer by Fombitz(32388)   (Show Source): You can put this solution on YOUR website!


where u and v are constants.
So then,

Directly proportional to C.
.
.
.

Directly proportional to C.
.
.
.

Directly proportional to C.

RELATED QUESTIONS

Given y=3e^(2x) then the slope of the tangent line is: a) inversely proportional to x... (answered by richard1234)
a is directly proportional to b and inversely proportional to the square of c. if a=7... (answered by Edwin McCravy)
x is directly proportional to the square of... (answered by Alan3354)
For each variation, find the Constant of variation and write the function rule C is... (answered by josgarithmetic)
suppose that y is directly proportional to x. If y=10 when x=3 complete parts a and b.... (answered by solver91311)
If p is jointly proportional to q and r and inversely proportional to s, state (in words) (answered by greenestamps)
a is directly proportional to b if a=15 then... (answered by ewatrrr)
a is directly proportional to b. If a=15, then... (answered by ewatrrr)
express the statement as a formula that involves the given variables and a... (answered by richwmiller)