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Trava [24]
3 years ago
12

Each month cameron budgets $1040 for fixed expenses $980 for living expenses and $120 for annual expenses his annual net income

is $24,132. Which statement best describes his monthly budget?
A. It shows a deficit of $129
B. it shows a surpus of $129
C. It shows a deficit of $9
D. it is Balanced
Mathematics
2 answers:
sineoko [7]3 years ago
5 0
Let us first find how much he is spending every year, to do this let's find his monthly expense and multiply it by 12.


Every month Cameron spends 1040 + 980 + 120 = 2140

To find out how much he spends yearly, multiply the monthly value by 12,
2140 x 12 = 25680


This value is more than his net income so he clearly has a surplus, but to check we can subtract 129 from every month to get:

(1040 + 980 + 120 - 129) = 2011

2011 x 12 = 24132, which shows that his budget is saving 129 surplus every month. Choice B is correct.
shtirl [24]3 years ago
5 0

Answer: Option 'A' is correct.

Step-by-step explanation:

Since we have given that

Fixed expenses = $1040

Living expenses = $980

Annual expenses = $120

So, Total expenditure would be

\$1040+\$980+\$120\\\\=\$2140

Annual net income = $24,132

Monthly income(receipt) would be

\dfrac{24132}{12}=\$2011

Since we can see that total expenditure is more than total receipts.

So, there will be deficit.

Deficit = Total expenditure - Total receipt

Deficit = $2140-$2011

Deficit = $129

Hence, there is a deficit of $129.

Thus, option 'A' is correct.

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How would the factor pairs change if nancy had only 5 posters to arrange?
Romashka [77]

Answer:

Part A) Nancy can arrange the posters in 4 ways

Part B) Nancy can arrange the posters in 2 ways

Step-by-step explanation:

<u><em>The complete question is</em></u>

Nancy has 10 movie posters. She wants to hang them on a wall in equals rows.

A) Find all the ways that she can arrange the posters.

B) How would the factor pairs change if Nancy had only 5 posters to arrange?

Part A) Find all the ways that she can arrange the posters.

we know that

The factors of 10 are

1x10 -----> 1 row of 10 posters

2x5 -----> 2 rows of 5 posters

5x2 -----> 5 rows of 2 posters

10x1 -----> 10 rows of 1 poster

therefore

Nancy can arrange the posters in 4 ways

Part B) How would the factor pairs change if Nancy had only 5 posters to arrange?

we know that

if Nancy had only 5 posters to arrange

then

The factors of 5 are

1x5 -----> 1 row of 5 posters

5x1 -----> 5 rows of 1 poster

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3 0
2 years ago
Jimmy wants to order pizza for the birthday party on Thursday each pizza has four slices if the eight kids at the party each eat
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Answer:

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Step-by-step explanation:

The number of decimal places in the product is the sum of the decimal places in the factors.

A natural number is an integer. It has no decimal places.

So, the product has the product has the same number of decimal places as the multiplier.

For example, 2 × 3.45 = 6.90

The number 3.45 has two decimal places, so the product has two decimal places.

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