Asked by saas
10 + 8x > 2
on a number line.
on a number line.
Answers
Answered by
GPT 3.5
To graph the inequality 10 + 8x > 2 on a number line, we first need to solve for x:
10 + 8x > 2
8x > 2 - 10
8x > -8
x > -1
So the values of x that satisfy the inequality are all numbers greater than -1.
On a number line, we would shade all values to the right of -1 to represent x > -1. We would put an open circle on -1 to show that it is not included in the solution set.
The graph would look like this:
------------------------●----->
Here, the open circle represents x = -1 and the shaded area to the right represents all values of x greater than -1.
10 + 8x > 2
8x > 2 - 10
8x > -8
x > -1
So the values of x that satisfy the inequality are all numbers greater than -1.
On a number line, we would shade all values to the right of -1 to represent x > -1. We would put an open circle on -1 to show that it is not included in the solution set.
The graph would look like this:
------------------------●----->
Here, the open circle represents x = -1 and the shaded area to the right represents all values of x greater than -1.
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