algebra question?

Question

how do i rearange "a=(v-c)/t" to solve for "c"

Answer 1

Hello, I would be glad to help you with this:

a=(v-c)/t
at=v-c
-c=at-v
c=v-at

I hope this helps and good luck with the rest of your course work ,Please Please remember me for best answer

Answer 2

that is one of the things that a person must know about algebra

First, you are finding for c and it is inside the parenthesis with

a fraction, you must first simplify the fraction by multiplying both sides by variable t like this:

at = v - c

then transpose the variable v to the left because you are

looking for c

like this at - v = -c

the sign of the variable v will be negative if you transpose it .

then finally, divide both sides by negative 1 to make the variable

c be positive.

it will be -at +v =c arranging it to make the first term positive

the answer is v - at = c

hope you understand!

Answer 3

a=v-c/t
multipy oth sides by t
at=v-c
add c-at to both sides
then
c=v-at

Answer 4

multiplying by t
at=v-c
adding -v
at-v=-c
multiplying by-1
v-at=c

Answer 5

a=(v-c)/t

at=v-c

at-v=-c

-at+v=c

also written as v-at=c

Answer 6

http://www.hostsrv.com/webmab/app1/MSP/quickmath/02/pageGenerate?site=quickmath&s1=equations&s2=solve&s3=basic

Answer 7

a = (v-c) / t
at = v - c
c = v - at

Answer 8

a=(v-c)/t
at=v-c
-c=at-v
c=v-at

Answer 9

a*t=v-c
(a*t)-v=-c
v-(a*t)=c