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Calculate the following expression:

[tex]\[
(1 / 3) \times 444
\][/tex]


Sagot :

Sure, let's go through the problem step by step.

We have two things to calculate:
1. The discounted price of an item.
2. One-third of an initial value.

First, let's address the discount on the price:

1. Original Price: 320
2. Discount Percentage: 40%

The discounted price can be found by reducing the original price by the given percentage. To do this, we calculate what 40% of the original price is, and then subtract that value from the original price.

- Discount Amount: [tex]\( 320 \times 0.40 = 128 \)[/tex]
- Discounted Price: [tex]\( 320 - 128 = 192 \)[/tex]

So, the discounted price is 192.

Next, let's find one-third of the initial value given:

1. Initial Value: 444

To find one-third of this value, we simply multiply by [tex]\( \frac{1}{3} \)[/tex]:

- One-Third of Initial Value: [tex]\( \frac{1}{3} \times 444 = 148 \)[/tex]

Therefore, one-third of the initial value is 148.

To summarize:
- The discounted price is 192.
- One-third of 444 is 148.

Hence, the final answers are:
1. Discounted Price: 192
2. One-Third of Initial Value: 148