Z podanego równania wyznacz xa)b)
a)
ax / b - c = k /*b
ax - bc = bk
ax = bk + bc /:a
x = (bk + bc) / a
b)
x/c + a/b = t /* cb
xb + ac = tbc
xb = tbc - ac /:b
x = (tbc - ac) / b
ax/b -c=k
ax/b=k+c /*b
ax=b(k+c) /:a
x=b(k+c)/a
x/c + a/b =t /*bc
bx + ac=bct
bx=bct - ac /:b
x=(bct-ac)/b
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a)
ax / b - c = k /*b
ax - bc = bk
ax = bk + bc /:a
x = (bk + bc) / a
b)
x/c + a/b = t /* cb
xb + ac = tbc
xb = tbc - ac /:b
x = (tbc - ac) / b
ax/b -c=k
ax/b=k+c /*b
ax=b(k+c) /:a
x=b(k+c)/a
x/c + a/b =t /*bc
bx + ac=bct
bx=bct - ac /:b
x=(bct-ac)/b