Solve this inequality and choose the graph of the solution
Make sure to round to the nearest dollar
14x ≤10000
To solve the inequality 14x ≤ 10000, we need to divide both sides of the inequality by 14.
(14x)/14 ≤ 10000/14
x ≤ 714.28
Rounding to the nearest dollar, x ≤ $714.
The graph of the solution is as follows:
Open circle at 714 on the number line, shading to the left.
To solve the inequality 14x ≤ 10000, we need to isolate x.
First, divide both sides of the inequality by 14:
14x / 14 ≤ 10000 / 14
x ≤ 714.29
Rounding to the nearest dollar, x ≤ $714.
The graph of the solution will be a shaded line going from negative infinity to the point x = 714 on the number line, and the shaded area will be to the left of the line to represent x values that satisfy the inequality.
To solve the inequality 14x ≤ 10000, we can start by isolating the variable x.
Divide both sides of the inequality by 14 to get:
x ≤ 10000/14
Simplifying further, we have:
x ≤ 714.2857
To round the value to the nearest dollar, we round down if the decimal is less than 0.5 and round up if the decimal is greater than or equal to 0.5. Therefore, rounding 714.2857 to the nearest dollar gives us:
x ≤ 714
Now let's draw the graph of the solution on a number line.
Start by drawing an arrow that represents all the possible values of x, extending to the left indefinitely. Then, draw a closed dot at 714 (including the value 714 since it satisfies the inequality). Finally, draw a line to the left of the dot to indicate that all values less than or equal to 714 are solutions.
The graph should show the arrow going to the left, with a closed dot at 714, and a line extending to the left of the dot to indicate that all values less than or equal to 714 are solutions to the given inequality.