Question

If $5,860 was raised, which statements are true? Check
all that apply.
Tarin organized this table to determine the number of
adults, a, and children attending a fundraiser based on
the total number of people attending and the total amount
of money raised.
O 319 people attended.
52 children attended.
Number
Cost
Total
201 adults attended.
Adult
a
$20
The total amount of money raised from adult tickets
is double the total amount of money raised from
children's tickets.
Child
319-a
$10
The total amount of money raised from adults
attending is more than 10 times the total amount of
money raised from children attending.
Total​

Answer 1

Answer:

5 Is the correct answer for the question

Answer 2

Given:

Adult: number-a; cost-20

Child: number-319-a; cost-10

Total money raised = 5860

To find:

Which of the following statement is true?

a) 319 people attended

b) 52 children attended

c) 201 adults attended.

d) The total amount of money raised from adult tickets is double the total amount of money raised from children's tickets.

e) The total amount of money raised by adults attending is more than 10 times the total amount of money raised from children attending.

Solution:

Option a, b, and c are the correct option.

Adults are "a" and the cost is 20 therefore the total is 20a.

Children are "319-a" and the cost was 10, therefore, the total is "3190-10a".

The total is 5860 therefore, the summation of the cost of both adults and children would be 5860.

5860 = 20a+3190-10a

5860-3190 = 10a

2670 = 10a

267 = a

adults are 267, hence option c is incorrect.

children will be = 319 - 267 = 52

therefore option "b" is the correct option.

the summation of adults and children will be

267+52 = 319

hence, option a is correct.

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