Respuesta :
5x + 48 + 7x = 12(x + 4)
12x + 48 = 12x + 48
12x - 12x = 48 - 48
0 = 0 (correct)
if ur variables cancel out and ur left with a true statement, then there are infinite solutions <==
12x + 48 = 12x + 48
12x - 12x = 48 - 48
0 = 0 (correct)
if ur variables cancel out and ur left with a true statement, then there are infinite solutions <==
Answer:
The equation has infinite solution.
Step-by-step explanation:
Given: [tex]5x+48+7x=12(x+4)[/tex]
We are given a linear equation of variable x and solve for x
First we move all x term left side and constant term right side
First we distribute 12 over x+4
5x+48+7x=12x+48
Subtract 12 x both sides
5x+7x-12x+48=48
0+48=48
48=48
At last don't have any x value.
Left hand side and Right hand side is equal to 48
If LHS=RHS then infinite number of solution.
Hence, The equation has infinite solution.