โ† All OAR Flashcard Decks

OAR Math Skills: Word Problems Flashcards

7 cards from real OAR practice questions. Tap to flip, then mark Knew It or Still Learning โ€” missed cards come back until you master them.

Read the first 7 OAR Math Skills: Word Problems flashcards as text
  1. An officer's gross pay is $5,600 per month. Deductions total 28% of gross pay. What is the officer's net monthly pay?

    Answer: $4,032

    Deductions = 0.28 x $5,600 = $1,568; net pay = $5,600 - $1,568 = $4,032.

  2. A supply depot receives 3 shipments per week, each containing 120 units. The depot issues 48 units per day, 6 days a week. What is the net change in inventory per week?

    Answer: +72 units

    Received = 3 x 120 = 360 units; issued = 48 x 6 = 288 units; net = 360 - 288 = +72 units.

  3. A Navy vessel travels north at 20 knots for 3 hours, then east at 15 knots for 4 hours. What is the straight-line distance from the starting point?

    Answer: 85 nautical miles

    North = 60 nm, East = 60 nm; straight-line = sqrt(60^2 + 60^2) = sqrt(7,200) = approximately 84.9 nm.

  4. A contractor bids $18,000 to paint a facility. Materials cost $4,800 and labor is $280 per day for 10 days. What is the contractor's profit?

    Answer: $9,200

    Labor = 10 x $280 = $2,800; total cost = $4,800 + $2,800 = $7,600; profit = $18,000 - $7,600 = $10,400.

  5. A base gym has 240 members. 35% use it in the morning, 45% in the afternoon, and the rest in the evening. How many members work out in the evening?

    Answer: 48

    Evening percentage = 100% - 35% - 45% = 20%; evening members = 0.20 x 240 = 48.

  6. A military vehicle travels 360 miles on 24 gallons of fuel. At the same efficiency, how many gallons are needed for a 525-mile trip?

    Answer: 35 gallons

    Fuel efficiency = 360 / 24 = 15 mpg; gallons needed = 525 / 15 = 35 gallons.

  7. A technician earns $28 per hour for regular hours and 1.5x that rate for overtime. In a week with 40 regular hours and 8 overtime hours, what are his total earnings?

    Answer: $1,456

    Regular pay = 40 x $28 = $1,120; overtime rate = $42/hr; overtime pay = 8 x $42 = $336; total = $1,456.