Solve 4x – 12 = 1/4(16x – 48).
A. 3
B. identity
C. no solution
D. –3
4x - 12 = 1/4(16x - 48)
16x - 48 = 16x - 48
Answer: B. identity—the number of solutions are infinite and therefore there is no definite solution to this problem.
C or B identical sides
4x - 12 = 1/4(16x-48)
4x-12 = 1/4 (16x-48)
becomes
4x-12 = 4x-12
So, we subtract 4x from both sides gives us:
-12 = -12
and we add 12 to both sides and get
0=0
or
Unlimited solutions. Theoretically, x can be Anything!! That means the answer is B - Identity.
4x - 12 = (16x - 48)/4
4x - 12 = 16x/4 - 48/4
4x - 12 = 4x - 12
(identity)
(answer B)
1. Expand the whole equation.
move all the x to the left hand side and the numbers to right hand side.
4x-4x=12-12
solve it
Since it is 0 that means that is totally identity.
Hope it helps.:)
OPTION B
X can take any value therefore B is the answer.
darling its identity..
identity takes all number from 0 to -infinity to infinity
x can take any value so answer is
B
multiply everything by four it will be easier
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Verified answer
4x - 12 = 1/4(16x - 48)
16x - 48 = 16x - 48
Answer: B. identity—the number of solutions are infinite and therefore there is no definite solution to this problem.
C or B identical sides
4x - 12 = 1/4(16x-48)
16x - 48 = 16x - 48
4x-12 = 1/4 (16x-48)
becomes
4x-12 = 4x-12
So, we subtract 4x from both sides gives us:
-12 = -12
and we add 12 to both sides and get
0=0
or
Unlimited solutions. Theoretically, x can be Anything!! That means the answer is B - Identity.
4x - 12 = 1/4(16x - 48)
4x - 12 = (16x - 48)/4
4x - 12 = 16x/4 - 48/4
4x - 12 = 4x - 12
(identity)
(answer B)
1. Expand the whole equation.
4x-12 = 4x-12
move all the x to the left hand side and the numbers to right hand side.
4x-4x=12-12
solve it
0=0
Since it is 0 that means that is totally identity.
Hope it helps.:)
16x - 48 = 16x - 48
OPTION B
X can take any value therefore B is the answer.
darling its identity..
identity takes all number from 0 to -infinity to infinity
x can take any value so answer is
B
multiply everything by four it will be easier