Write an inequality that represents the cost of making x amount of cakes should not exceed this investment.
* Do not include the dollar symbol in the inequality
You can copy and paste the inequality sign below in your answer.
≥ < > ≤
*
1 point
14x ≤ 10,000
b)
Solve this inequality and choose the graph of the solution.
* Make sure to round to the nearest whole number.
The inequality that represents the cost of making x amount of cakes should not exceed this investment is:
14x ≤ 10,000
To solve this inequality, we need to divide both sides of the inequality by 14:
x ≤ 10,000/14
Simplifying the right side of the inequality gives:
x ≤ 714.29
Rounding this number to the nearest whole number gives:
x ≤ 714
So the solution to the inequality is x ≤ 714.
The graph of the solution is a shaded line with a closed circle at 714, extending to negative infinity.
To represent the cost of making x amount of cakes should not exceed this investment, you would use the inequality:
14x ≤ 10,000
To solve this inequality, divide both sides by 14:
x ≤ 10,000 / 14
Rounded to the nearest whole number, the solution is:
x ≤ 714
The graph of the solution is a closed dot on the number line at 714, and all values to the left of the dot are included in the solution.
To represent the cost of making x amount of cakes should not exceed this investment, we can write the inequality as:
14x ≤ 10000
Now let's solve this inequality:
Divide both sides of the inequality by 14 to isolate x:
x ≤ 10000/14
Simplifying the right side:
x ≤ 714.29
Rounding to the nearest whole number:
x ≤ 714
Therefore, the solution to the inequality is x should be less than or equal to 714.
To represent the solution on a graph, draw a number line and mark the point 714 with a closed circle. Then, shade the region to the left of the circle to indicate that x should be less than or equal to 714.