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Solve the equation showing all your work: (3x–4)²/3 = 49 %3D 3/2

Solve the equation showing all your work: (3x–4)²/3 = 49 %3D 3/2

Trigonometry (MindTap Course List)
Trigonometry (MindTap Course List)
10th Edition
ISBN:9781337278461
Author:Ron Larson
Publisher:Ron Larson
Chapter1: Trigonometry
Section: Chapter Questions
Problem 20T: A ball on a spring starts at its lowest point of 6 inches below equilibrium, bounces to its maximum...
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equations. 2) Solve the equation showing all your work: 27x/ = 64 273 (x) - (2°)³ (3 3) Which of the above equations has multiple solutions? Explain why. NEITHER because there IS no "x2"at (x) - (2' 2. 1) Solve the equation showing all your work: (3x - 4)²/3 = 49 %3D %3D メb = 91=,8 = 16 Project #2: SLO #7: Construct and investigate the patterns and relationships present in Ilinear, quadratic, cubic, exponential, logarithmic, rational, radical, piecewise, and absolute value functions. 1) Amina recently moved and got a new job. The quickest way to get to work is to take a freeway that charges a toll. There are two options for paying the tolls. Option A: No monthly fee, each trip on the tollway is $2.80. Option B: $30 monthly fee, each trip on the tollway is half-priced at $1.40. Write a linear model for Option A showing the total cost, C, in dollars, for x trips on the tollway. b. Write a linear modelfor Option B showing the total cost, C, in dollars, forx trips on the tollway. How many trips on the tollway are needed for Option B to be cheaper? Show your work or explain how you found this number. d. If Amina plans to travel to and from work 5 times a week which option, should she purchase? (assume a month has 4 weeks) Show your work and explain in words why you choose the option that you choose. a. C. 2) Manuel is picking up his mother at the Kansas City Airport. He decides to park in the Circle Parking Lot. According to iFly.com, the Circle Parking Fees are shown below: First 30 minutes: $1.00.ete to the 30+ to 60 minutes: $3.00 1 to 7 hours: $3.00 per hour 7+ to 24 hours: $15.50 total The following piecewise-defined function shows the cost C, in dollars, for parking for a given time x, in hours, in the Circle Parking Lot. NGAGE A Lone Ron
Transcribed Image Text:equations. 2) Solve the equation showing all your work: 27x/ = 64 273 (x) - (2°)³ (3 3) Which of the above equations has multiple solutions? Explain why. NEITHER because there IS no "x2"at (x) - (2' 2. 1) Solve the equation showing all your work: (3x - 4)²/3 = 49 %3D %3D メb = 91=,8 = 16 Project #2: SLO #7: Construct and investigate the patterns and relationships present in Ilinear, quadratic, cubic, exponential, logarithmic, rational, radical, piecewise, and absolute value functions. 1) Amina recently moved and got a new job. The quickest way to get to work is to take a freeway that charges a toll. There are two options for paying the tolls. Option A: No monthly fee, each trip on the tollway is $2.80. Option B: $30 monthly fee, each trip on the tollway is half-priced at $1.40. Write a linear model for Option A showing the total cost, C, in dollars, for x trips on the tollway. b. Write a linear modelfor Option B showing the total cost, C, in dollars, forx trips on the tollway. How many trips on the tollway are needed for Option B to be cheaper? Show your work or explain how you found this number. d. If Amina plans to travel to and from work 5 times a week which option, should she purchase? (assume a month has 4 weeks) Show your work and explain in words why you choose the option that you choose. a. C. 2) Manuel is picking up his mother at the Kansas City Airport. He decides to park in the Circle Parking Lot. According to iFly.com, the Circle Parking Fees are shown below: First 30 minutes: $1.00.ete to the 30+ to 60 minutes: $3.00 1 to 7 hours: $3.00 per hour 7+ to 24 hours: $15.50 total The following piecewise-defined function shows the cost C, in dollars, for parking for a given time x, in hours, in the Circle Parking Lot. NGAGE A Lone Ron
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