Math, asked by jayank2998, 9 days ago

In a sale, out of 30 buyers, 10 buyers bought 5 or fewer items, 22 buyers bought fewer than 8 items and 14 buyers bought at least 7 items. Find the numbers of buyers who bought exactly 6 items​

Answers

Answered by bansalricha1509
0
This is the final answer with full explanation
Attachments:
Answered by amitnrw
0

Given :  In a sale, out of 30 buyers, 10 buyers bought 5 or fewer items, 22 buyers bought fewer than 8 items and 14 buyers bought at least 7 items.

To Find : the numbers of buyers who bought exactly 6 items​

Solution:

Total Buyers = 30

10 buyers bought 5 or fewer items,

Hence buyers bought more than 5 items = 30 - 10 = 20

20  buyers bought more than 5 items

=> 20  buyers bought  6 or more items

14 buyers bought at least 7 items.

=> 14  buyers bought  7 or more  items

Let say x buyers bought exactly 6 items​

x + 14 buyers bought  6 or more  items

20  buyers bought  6 or more items

Equate

x + 14 = 20

=> x = 6

Hence 6  buyers bought exactly 6 items​

Learn More:

Venn diagram  Which of the option(s) is (are) correct?

brainly.in/question/21812746

Venn diagram Which of the option(s) is (are) correct?

brainly.in/question/22299846

Similar questions