Simplify and show the steps to the problem
4(14x-10y) - 6( y + 4x)
4(14x-10y) - 6( y + 4x)
56x - 40y - 6y - 24x
32x - 46y
x^2))-14*x-59
y= = -x^2 - 14x-59
To simplify the expression 4(14x-10y) - 6( y + 4x), you need to distribute the coefficients outside the parentheses to the terms inside. Here are the steps:
Step 1: Distribute 4 to (14x-10y)
4 * 14x = 56x
4 * -10y = -40y
So, 4(14x-10y) = 56x - 40y
Step 2: Distribute -6 to (y + 4x)
-6 * y = -6y
-6 * 4x = -24x
So, -6( y + 4x) = -6y - 24x
Step 3: Combine the results from Step 1 and Step 2
56x - 40y - 6y - 24x
Step 4: Combine like terms (terms with the same variable and exponent)
(56x - 24x) + (-40y - 6y)
= 32x - 46y
Therefore, the simplified expression is 32x - 46y.