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10x+5y=-20
To solve for `y`, we need to isolate the variable `y` on one side of the equation.
Given equation: 10x + 5y = -20
Subtract 10x from both sides:
10x + 5y - 10x = -20 - 10x
5y = -20 - 10x
Divide both sides by 5:
5y/5 = (-20 - 10x)/5
y = (-20 - 10x)/5
Therefore, the equation is y = (-20 - 10x)/5.
y = (-20 - 10x)/5.
which is
y = -2 x - 4
Apologies for the oversight in the simplification of the equation.
Starting with the equation: y = (-20 - 10x)/5
Simplifying the expression on the right side:
y = -20/5 - 10x/5
y = -4 - 2x
Therefore, the correct simplified equation is y = -4 - 2x.
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To solve for `y` in the equation 10x + 5y = -20, we need to isolate the variable `y`.
Step 1: To begin, let's move the term with `10x` to the other side of the equation.
10x + 5y = -20
Subtracting 10x from both sides:
5y = -20 - 10x
Step 2: Now, let's isolate the variable `y` by dividing both sides of the equation by 5.
5y/5 = (-20 - 10x)/5
Simplifying:
y = (-20 - 10x)/5
Therefore, the solution for `y` is given by the equation:
y = (-20 - 10x)/5