evaluate the fraction 3x+5x-6x+2x/x
if x=6
The answer should be 14.
Substitute "6" for every "x" and solve.
14 is wrong the answer is 16 because you multiply 6*3 then 5*6 then 6*6 then 6*2 and you get 96 then you do 96/6 and you get 14.
14 is wrong the answer is 16 because you multiply 6*3 then 5*6 then 6*6 then 6*2 and you get 96 then you do 96/6 and you get 16
3x+5x-6x+2x/x = 18 + 30 - 36 + 2 = 14
However, if you have parentheses, do you mean this?
(3x+5x-6x+2x)/x = (18 + 30 -36 + 12)/6 = 24/6 = 4
First, you have to include the above terms in parentheses (as I did) to indicate that they are all divided by x. Second, you have to subtract the 36.
To evaluate the fraction (3x + 5x - 6x + 2x) / x when x = 6, we can substitute the value of x into the expression and simplify it.
Step 1: Substitute the value of x into the expression:
(3(6) + 5(6) - 6(6) + 2(6)) / 6
Step 2: Simplify the numerator:
(18 + 30 - 36 + 12) / 6
Step 3: Add and subtract in the numerator:
(60 - 36) / 6
Step 4: Perform the operation in the numerator:
24 / 6
Step 5: Divide:
4
So, the evaluated value of the fraction (3x + 5x - 6x + 2x) / x when x = 6 is 4.