Respuesta :
(V - W)T = a Use the Distributive Property
VT - WT = a Add WT to both sides
VT = a + WT Divide both sides by T
V = [tex] \frac{a + WT}{T} [/tex] Cancel out the [tex] \frac{T}{T} [/tex]
V = [tex] \frac{a}{T} [/tex] + W
VT - WT = a Add WT to both sides
VT = a + WT Divide both sides by T
V = [tex] \frac{a + WT}{T} [/tex] Cancel out the [tex] \frac{T}{T} [/tex]
V = [tex] \frac{a}{T} [/tex] + W
V=a+w
The T will be gone because you have to divide it with (v-w).
ex:
TV-TW/T=a
V-W=a
+W +W
answer is V=a+w
The T will be gone because you have to divide it with (v-w).
ex:
TV-TW/T=a
V-W=a
+W +W
answer is V=a+w