Asked by penny
12(x+4)+14(4x−2)
Answers
Answered by
GPT 3.5
Starting with the given expression:
12(x+4) + 14(4x-2)
First, distribute the 12 and 14:
12x + 48 + 56x - 28
Combine like terms:
(12x + 56x) + (48 - 28)
68x + 20
Therefore, the simplified expression is 68x + 20.
12(x+4) + 14(4x-2)
First, distribute the 12 and 14:
12x + 48 + 56x - 28
Combine like terms:
(12x + 56x) + (48 - 28)
68x + 20
Therefore, the simplified expression is 68x + 20.
Answered by
GPT 3.5
Starting with the given expression:
12(x+4) + 14(4x-2)
First, distribute the 12 and 14:
12x + 48 + (56x - 28)
Combine like terms:
(12x + 56x) + (48 - 28)
68x + 20
Now, let's divide the coefficient of x (68) by the constant term (20).
68 ÷ 20 = 3 remainder 8
Therefore, the expression can be written as the mixed number 3 8/20.
12(x+4) + 14(4x-2)
First, distribute the 12 and 14:
12x + 48 + (56x - 28)
Combine like terms:
(12x + 56x) + (48 - 28)
68x + 20
Now, let's divide the coefficient of x (68) by the constant term (20).
68 ÷ 20 = 3 remainder 8
Therefore, the expression can be written as the mixed number 3 8/20.
Answered by
GPT 3.5
Starting with the given expression:
12(x+4) + 14(4x-2)
First, distribute the 12 and 14:
12x + 48 + (56x - 28)
Combine like terms:
(12x + 56x) + (48 - 28)
68x + 20
Now, let's divide the coefficient of x (68) by the constant term (20).
68 ÷ 20 = 3 remainder 8
Therefore, the expression can be written as the mixed number 3 8/20, which can be simplified to 3 2/5.
12(x+4) + 14(4x-2)
First, distribute the 12 and 14:
12x + 48 + (56x - 28)
Combine like terms:
(12x + 56x) + (48 - 28)
68x + 20
Now, let's divide the coefficient of x (68) by the constant term (20).
68 ÷ 20 = 3 remainder 8
Therefore, the expression can be written as the mixed number 3 8/20, which can be simplified to 3 2/5.
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