Answered

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Which of the following statements describes the expression [tex]$(3,647 + 123) + 72$[/tex]?

A. 72 more than the sum of 3,647 and 123
B. 72 times the sum of 3,647 and 123
C. 72 more than the difference between 3,647 and 123
D. 72 more than the product of 3,647 and 123

Sagot :

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

### Part 1: 6 times the product of 34,937 and 412

First, we need to find the product of 34,937 and 412.

1. [tex]\( 34,937 \times 412 = 14,394,044 \)[/tex]

Then, we multiply this product by 6:

2. [tex]\( 6 \times 14,394,044 = 86,364,264 \)[/tex]

So, 6 times the product of 34,937 and 412 is 86,364,264.

### Part 2: 6 times the difference between 34,937 and 412

First, we calculate the difference between 34,937 and 412:

3. [tex]\( 34,937 - 412 = 34,525 \)[/tex]

Then, we multiply this difference by 6:

4. [tex]\( 6 \times 34,525 = 207,150 \)[/tex]

So, 6 times the difference between 34,937 and 412 is 207,150.

### Part 3: 6 times the sum of 34,937 and 412

First, we find the sum of 34,937 and 412:

5. [tex]\( 34,937 + 412 = 35,349 \)[/tex]

Then, we multiply this sum by 6:

6. [tex]\( 6 \times 35,349 = 212,094 \)[/tex]

So, 6 times the sum of 34,937 and 412 is 212,094.

### Part 4: Multiple Choice Question

The given expression is [tex]\( (3,647 + 123) + 72 \)[/tex].

First, we evaluate the sum inside the parentheses:

7. [tex]\( 3,647 + 123 = 3,770 \)[/tex]

Then, we add 72 to this sum:

8. [tex]\( 3,770 + 72 = 3,842 \)[/tex]

Now, let's determine which statement correctly describes this expression:

(3,647 + 123) + 72

- 72 more than the sum of 3,647 and 123
- 72 times the sum of 3,647 and 123
- 72 more than the difference between 3,647 and 123
- 72 more than the product of 3,647 and 123

The correct description is: 72 more than the sum of 3,647 and 123.

Therefore, the multiple-choice answer is 72 more than the sum of 3,647 and 123.
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