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Unit 1 Assessment Review
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Question 1 Six less than five multiplied by a number π is equal to the sum of that number and two, multiplied by one half. Which of the following equations represents this situation? A) 5πβ6= 1 2 (π+2) B) 6β5π= 1 2 (π+2) C) 5 πβ6 = 1 2 π+2 D) 5πβ6= 1 2 π+2 A
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Question 2 A local elementary school is performing a musical. Tickets for students cost $2, tickets for adults cost $5. Let π₯ represent the amount of student tickets sold, and π¦ represent the amount of adult tickets sold. Let πΆ represent the total amount of money raised from selling tickets. Which of the following represents this situation? A) πΆ=2π¦+5π₯ B) πΆ=2π₯π¦ C) πΆ=2π₯+5π¦ D) πΆ=2π¦βπ₯ C
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Question 3 What is the SECOND step when solving 4 7 π»+π
β5πΏ=20 for π» using the fewest possible steps? A) distribute 4 7 B) multiplying both sides by 7 4 C) dividing both sides by 5 D) subtracting π
from both sides B
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Question 4 Which operation should be performed to solve for the variable π₯ using the fewest possible steps in the equation β2 π₯β4 =4π§π¦ A) multiplying 4π§π¦ by β2 B) multiplying 4π§π¦ by 2 C) adding 4 to both sides D) dividing both sides by β2 D
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Question 5 Somaya works as a real estate agent. Her total income is composed of her salary at $55,000 a year, and she makes about 5% commission on every sale (π ). Her total income (π) is modeled by the formula π=55, π How much did Somaya sell if her total income was $100,000? A) $250,000 B) $900,000 C) $90,000 D) $45,000 B
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D Question 6 Which equation is equivalent to 1 4 8π₯β32 β1=3(2π₯+5)
A) 32π₯β127=6π₯+15 B) 2π₯β9=6π₯+5 C) 4π₯β7=6π₯+15 D) 2π₯β9=6π₯+15 D
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Question 7 The graph of π¦=2 π₯ 2 β4π₯+1 is shown below. What is the approximate solution if π₯= 2? A) β5 B) 1 C) β11 D) 4 B
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Question 8 When a tub is filled 36 inches high, a researcher decides to analyze the amount of water when water is being filled and drained simultaneously. She decides to turn on the faucet which fills the tub 2 inches per minute, and she unplugs the drain which drains water at π inches per minute. She uses the following formula to calculate the total amount of water in the tub. π=36+π 2βπ where π= total water in the tub, π= minutes, π= amount of water draining per minute. What is a correct formula for the total amount of water in the tub after 4 minutes? A) π=44β4π B) π=36β4π C) π=40βππ D) π=44+4π A
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Question 9 What is the range of this function? β9, β9 , β1, β3 , β2, 0 , β7, 3 A) {β9, β7, β2, β1} B) {β9, β3, 0, 3} C) {β9, β3, 3} D) {β3, 0, 3} B
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C Question 10 Which relation is a function?
A) { 1, 2 , 1, 4 , 1, 6 , 1, 8 } B) { 5, β1 , 7, 0 , 5, 0 , 1, β4 } C) { β4, 9 , β2, 9 , 0, 9 , 3, 9 } D) { β2, 3 , 0, 4 , 5, 9 , 0, 2 } C
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Question 11 What is the missing value from the function table below for π π₯ = 1 2 π₯+4? A) 4.5 B) 3.5 C) β0.5 D) 3 B
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Question 12 The following equation represents the amount of golden snitches produced after the year π=1,500+40π¦ where π= amount of golden snitches and π¦= years after In what year were there 1740 golden snitches? A) 2000 B) 2001 C) 2002 D) 2003 B
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Question 13 A car rental company charges a rental fee of $20 per day in addition to a charge of $0.30 per mile driven (π). There is also a courtesy tip fee (π‘). Which of the following equations represents the total cost (πΆ)? A) πΆ=20+0.3π+π‘ B) πΆ=20+0.3ππ‘ C) πΆ=20+0.3(π+π‘) D) πΆ=20β0.3π+π‘ A
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Question 14 Jared plans on packing for a camping trip. He uses the expression π+ 3π‘+4π€+8π to figure out how much money he needs to earn for the trip. π= food he wants to bring, π‘= bundles of toilet paper, π€= number of water bottles, and π= number of batteries. Which of the following statements are true? A) The term 3π‘ is the cost of π‘ bundles of toilet paper B) The coefficient 8 represents the number of batteries he bought C) The coefficient 4 represents the total cost of all water bottles he bought D) π+3π‘+4π€+8π represents the total number of objects he bought A
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Question 15 According to the graph shown, approximately when will the price of gasoline reach $5 per gallon? A) 1987 B) 1992 C) 2012 D) the price wonβt reach $5/gallon C
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