SOLUTION: c^-1
_______
c^-4
Algebra.Com
Question 466411: c^-1
_______
c^-4
Answer by nerdybill(7384) (Show Source): You can put this solution on YOUR website!
you can eliminate the denominator by moving it to the numerator, thus:
now, we can combine exponents:
RELATED QUESTIONS
c+1 c
___ = _
8... (answered by stanbon)
(-1)(4-c)= is it... (answered by jim_thompson5910)
4/(c-2)-1/(2-c)=25/(c+6) (answered by mananth)
Need help factoring this : c^2-1/c^4-1/c+1/c^2+1 = (answered by greenestamps)
c/c+1 minus 4/c+4 plus 3/cē+5c+4
(answered by stanbon)
If cos θ = c, then sinēθ/2 equals
choices:
1) 1-c/2
2) 1+c/2
3) (answered by lwsshak3)
5(c-4)-2c=1 (answered by shweta)
c=4(23,245)^-1/3 (answered by Alan3354)
__4__ +1= _2c_
3(c+4)... (answered by ankor@dixie-net.com,RAY100)