Question 1

Question

Part A

The table shows the number of visitors for a local website over a period of three months.

Website Visitors

Month Number of Visitors
October 3,125
November 3,168
December 4,375


How many visitors did the website receive in October and November?

(1 point)

Choose
+
Choose
=
Choose

Question 2
Part B

Choose the equation that is written using the Associative Property of Addition.

(1 point)
Responses

(3,125+3,168)+4,375=3,125+(3,168+4,375)
3 , 125 + 3 , 168 + 4 , 375 = 3 , 125 + 3 , 168 + 4 , 375

3,125+3,168+4,365=11,078−(550+692)
3 , 125 + 3 , 168 + 4 , 365 = 11 , 078 - 550 + 692

3,168+4,375+3,125=(3,168+3,125)
3 , 168 + 4 , 375 + 3 , 125 = 3 , 168 + 3 , 125

(4,168+3,125)+4,375=3,125+(1,168+3,168)
4 , 168 + 3 , 125 + 4 , 375 = 3 , 125 + 1 , 168 + 3 , 168
Skip to navigation

Answer 1

Question 1 Part A:

To find the number of visitors the website received in October and November, we need to add the number of visitors from both months.

• Number of visitors in October: 3,125
• Number of visitors in November: 3,168

Now we perform the addition:

( 3,125 + 3,168 = 6,293 )

So the answer can be filled in as:

Choose 1: 3,125
Choose 2: +
Choose 3: 3,168
Choose 4: =
Choose 5: 6,293

---

Question 2 Part B:

The Associative Property of Addition states that the way numbers are grouped in an addition problem does not change their sum.

The correct response that demonstrates the Associative Property of Addition among the provided choices is:

(3,125+3,168)+4,375=3,125+(3,168+4,375)

This shows that regardless of how you group the numbers, the sum remains the same.

Thus, the answer is:

Choose this option:
(3,125+3,168)+4,375=3,125+(3,168+4,375)