A budget consists of $80,000 for salaries, $17,000 for supplies, and $8,500 for equipment. If actual expenditures for equipment are 11.2 percent more than was budgeted, and the department did not spend $525 of their supply budget, how much over or under budget were they?
Question
A budget consists of 17,000 for supplies, and 525 of their supply budget, how much over or under budget were they?
Solution
Step 1: Calculate the total budget The total budget is the sum of the budget for salaries, supplies, and equipment. So, 17,000 (for supplies) + 105,500
Step 2: Calculate the actual expenditure for equipment The actual expenditure for equipment is 11.2% more than what was budgeted. So, 8,500) = 952 = $9,452
Step 3: Calculate the actual expenditure for supplies The department did not spend 17,000 - 16,475
Step 4: Calculate the total actual expenditure The total actual expenditure is the sum of the actual expenditures for salaries, supplies, and equipment. Since there's no mention of any change in the salaries budget, we'll assume the actual expenditure for salaries is the same as the budgeted amount. So, 16,475 (for supplies) + 105,927
Step 5: Calculate the difference between the total budget and the total actual expenditure The difference is 105,500 (total budget) = $427
So, the department was $427 over budget.
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