Sure, let's break down the problem step by step.

1. **Identify the original price of the tie**: Let's denote the original price of the tie as $ P $.

2. **Understand the discount**: The discount is such that the new price is 75% of the original price. This means the tie is being sold at 75% of its original price after the discount is applied.

3. **Calculate the new price**: The new price of the tie can be calculated by multiplying the original price $ P $ by 75%. Mathematically, this is represented as:
$$
\text{New Price} = P \times 0.75
$$

4. **Interpret the effect of the discount**: The discount has reduced the price of the tie to 75% of its original price. This means the tie is now 25% cheaper than its original price.

To summarize, the discount has reduced the price of the tie by 25%, making the new price 75% of the original price.

Question

Sure, let's break down the problem step by step.

1. **Identify the original price of the tie**: Let's denote the original price of the tie as $ P $.

2. **Understand the discount**: The discount is such that the new price is 75% of the original price. This means the tie is being sold at 75% of its original price after the discount is applied.

3. **Calculate the new price**: The new price of the tie can be calculated by multiplying the original price $ P $ by 75%. Mathematically, this is represented as:
   $$
   \text{New Price} = P \times 0.75
   $$

4. **Interpret the effect of the discount**: The discount has reduced the price of the tie to 75% of its original price. This means the tie is now 25% cheaper than its original price.

To summarize, the discount has reduced the price of the tie by 25%, making the new price 75% of the original price.

Knowee AI · Accepted Answer

Sure, let's break down the problem step by step.

1. **Identify the original price of the tie**: Let's denote the original price of the tie as $ P $.

2. **Understand the discount**: The discount is such that the new price is 75% of the original price. This means the tie is being sold at 75% of its original price after the discount is applied.

3. **Calculate the new price**: The new price of the tie can be calculated by multiplying the original price $ P $ by 75%. Mathematically, this is represented as:
   $$
   \text{New Price} = P \times 0.75
   $$

4. **Interpret the effect of the discount**: The discount has reduced the price of the tie to 75% of its original price. This means the tie is now 25% cheaper than its original price.

To summarize, the discount has reduced the price of the tie by 25%, making the new price 75% of the original price.

The new price of a tie after a discount is calculated by multiplying the original price by $$75%.What has the discount done to the price?

Question

The new price of a tie after a discount is calculated by multiplying the original price by 75%$. What has the discount done to the price?

Solution

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