You order the hardcover book shown from a website that offers free shipping on o

kuCAu

kuCAu

Answered question

2021-09-17

You order the hardcover book shown from a website that offers free shipping on orders of $25 or more. Write and solve an inequality that represents how much more you must spend to get free shipping. Price: $19.76

Answer & Explanation

joshyoung05M

joshyoung05M

Skilled2021-09-18Added 97 answers

Calculation:
Let p be the extra amount to be spent for getting free shipping.
Since the sum of p plus $19.76 must be greater than or equal to $25, the inequality that represents the given situation is p+19.7625.
Therefore, the inequality is p+19.7625.
Solve the inequality p+19.7625 as shown below.
p+19.7625
p5.24 Subtract 19.76 from each side.
Therefore, the inequality is p5.24.
Jazz Frenia

Jazz Frenia

Skilled2023-05-23Added 106 answers

Result:
x5.24
Solution:
To qualify for free shipping, your total order must be at least 25. Therefore, the inequality representing how much more you must spend is:
19.76+x25
To solve this inequality, we can isolate the variable x:
x2519.76
Simplifying the right side:
x5.24
Thus, to get free shipping, you must spend at least 5.24 more.
Andre BalkonE

Andre BalkonE

Skilled2023-05-23Added 110 answers

To solve the problem, we need to determine how much more you must spend to reach the minimum order value of 25 and qualify for free shipping.
Let's denote the amount you need to spend as 'x' dollars. Since you have already spent 19.76, the total amount spent will be 19.76 + 'x'.
To get free shipping, the total amount spent must be 25 or more. We can represent this condition using an inequality. The inequality is:
19.76+x25
This inequality states that the sum of 19.76 and 'x' must be greater than or equal to 25.
To solve for 'x', we can isolate the variable by subtracting 19.76 from both sides of the inequality:
19.76+x19.762519.76
Simplifying the equation gives:
x5.24
So, you must spend 5.24 or more to reach the minimum order value of 25 and qualify for free shipping.
In conclusion, the inequality x5.24 represents how much more you must spend to get free shipping.

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