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What is the total monthly variable expense for your store?

A photography studio has fixed monthly expenses of $⁢2,200 for rent and $⁢600 for insurance. Its variable expenses are given by V⁡(q)=15⁢q+200 , where q is the number of photo sessions conducted. Which equation models the total monthly expenses E⁡(q) based on the number of photo sessions q ?

A small cleaning service has the following details: - The cost to clean each house is $⁢5.00 - The fixed costs are $⁢30.00 - The total expense function is given by E⁡(q)=30+5⁢q , where q is the number of houses cleaned and E⁡(q) is the total expense. Given the expense function E⁡(q)=30+5⁢q , which graph correctly represents the relationship between the number of houses cleaned q and the total expenses E⁡(q) ?

A pet salon has fixed monthly expenses of $⁢1,800 for rent, $⁢400 for insurance, and a line of credit payment of $⁢200 Initially, its variable expenses are given by V⁡(q)=5.00⁢q+100 , where q is the number of pets styled. Due to an increase in the cost of styling supplies, an additional $⁢1.00 per pet is added to the variable expenses. What is the new equation for the total monthly expenses E⁡(q) ?

Given the expense function E⁡(q)=5+4⁢q , which table correctly represents the relationship between the quantity q and the total expenses E⁡(q) ?

A fitness center has fixed monthly expenses of $⁢2,500 for rent, $⁢300 for equipment maintenance, and a line of credit payment of $⁢400 Its variable expenses are given by V⁡(q)=10⁢q+250 , where q is the number of memberships sold. What is the correct equation for the total monthly expenses E⁡(q) ?

You are provided with the variable expense equation for a coffee shop. Use this equation and their fixed expenses to determine the final total expenses equation. Fixed expenses: - Rent: $⁢2,200 - Insurance: $⁢300 - Equipment lease: $⁢500 Variable expenses equation: V⁡(q)=1.75⁢q+250 , where q is the quantity of items.

A car rental service has fixed monthly expenses of $⁢4,000 for office rent and $⁢500 for insurance. Its variable expenses are $⁢20 per car rented and $⁢300 for maintenance. What is the correct variable expenses equation V⁡(q) based on the number of cars rented q ?

A small bicycle-repair shop has the following details: - The cost to repair each bicycle is $⁢10.00 - The fixed costs are $⁢20.00 - The total expense function is given by E⁡(q)=20+10⁢q , where q is the number of bicycles repaired and E⁡(q) is the total expense. Given the expense function E⁡(q)=20+10⁢q , which graph correctly represents the relationship between the number of bicycles repaired q and the total expenses E⁡(q) ?

A food truck has fixed monthly expenses of $⁢1,000 for permits and $⁢500 for insurance. Its variable expenses include $⁢3 per meal served and $⁢200 for ingredients. What is the correct equation for the total monthly expenses E⁡(q) based on the number of meals q served?