SOLUTION: solve t=c+fc for c
Algebra.Com
Question 59912: solve t=c+fc for c
Answer by chitra(359) (Show Source): You can put this solution on YOUR website!
The given expression is:
t = c + fc
Since, c is present in both the terms on the right hand side, take c as a
common factor. Thus we get:
t = c(1 + f)
Dividing both sides by (1 + f), we get:
t/(1 + f) = c
Thus, the value of c = t/(1 + f)
RELATED QUESTIONS
solve for v if... (answered by Zenock)
M=T/C-W, Solve for... (answered by Fombitz)
4(c+3)=t solve for... (answered by stanbon)
solve for t:
c= -2t+4 /... (answered by stanbon)
Solve: C=3t+4/t for... (answered by stanbon)
6c-t/7=b solve for... (answered by joyofmath)
6c-t/7=b solve for... (answered by 303795)
T=pd/2s+c solve for... (answered by chitra)
Solve for T: {{{Q=... (answered by Alan3354)