Wyznacz x
\frac{a+x}{x-b} =c
a+x
-------- = c /*(x-b)
x-b x≠b
a+x = c(x-b)
a +x = cx - bc
x - cx = -bc -a
x ( 1 - c) = -(bc + a) /:( 1 -c)
x = -(bc+ a) / (1-c)
x = -(bc + a ) /-(c-1)
x = (bc + a) /(c-1) c≠1
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a+x
-------- = c /*(x-b)
x-b x≠b
a+x = c(x-b)
a +x = cx - bc
x - cx = -bc -a
x ( 1 - c) = -(bc + a) /:( 1 -c)
x = -(bc+ a) / (1-c)
x = -(bc + a ) /-(c-1)
x = (bc + a) /(c-1) c≠1