Question

where x=y=52
Verify **(y+z) = xy + xz​

Answer 1

Answer:

z=(-52)

x = y = 52

Step-by-step explanation:

x=y=52,

(y+z) = xy + xz

52+z=(52 x 52) + (52 x z)

52+z=2704 + 52z

52z will go to the left side and 52 will go the right side.

∴ z - 52z = 2704 - 52

(-51z) = 2652

z = (2652 ÷ -51)

  = -52

VERIFICATION

LHS = y + z

       = 52 + (-52)

       = 0

RHS = xy + xz

       = (52 x 52) + {52 x (-52)}

       = 2704 + (-2704)

       = 0

∴LHS = RHS

Hence Verified

Very sure of the answer