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stellarik [79]
3 years ago
12

100 POINTS if it is wrong i will delete your answer! Calculating Monthly Expenses

Mathematics
1 answer:
vredina [299]3 years ago
5 0

Answers:

Across->

Housing: Fixed, $950, $11,400, ?

Food: Variable, $650, $7,800,?

Clothing: Variable, $75, $900,?

Transportation: Fixed, $500, $6,000,?

Insurance&medical: Variable, $1,200, $14,400,?

Entertainment: Variable, $100, $1,200,?

Emergency fund: Fixed, $50, $600,?

Saving for C: Fixed, $50, $600,?

Saving for R: Fixed, $100, $1,200,?

Step-by-step explanation:If it is the cost monthly you are looking for, divide the yearly cost by 12. If you are looking for yearly cost, multiply the monthly cost by 12.

And if you would like to know what a variable and fixed expense is, the variable expense is the expense that can change, so say for instance, food isn’t gonna cost at two different places, so it’s variable. A fixed expense is an expense that is regularly paid and always the same cost.

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Which situation could NOT represent a proportional relationship?
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Answer:

The weight in x weeks of a puppy that gains 2 pounds per week if it starting weight is 8 pounds.

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A proportional relationship is one in which one variable varies directly with the other. Let the dependent variable be y and independent variable be y.

If y is directly proportional to x, then,

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Cost of purchasing 1 pound of bananas is $ 0.55. So, cost of purchasing p pounds of bananas will be C=0.55p. It is of the form y=kx. So, it represents a proportional relationship.

Option 3:

Number of gallons of water in 1 barrel is 50. So, number of gallons in x barrels will be N=50x. It is of the form y=kx. So, it represents a proportional relationship.

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Amount earned by an employee in 1 hour is $ 9.25. So, amount earned in h hours will be A=9.25h. It is of the form y=kx. So, it represents a proportional relationship.

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