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Question 6/10 40% 21-22 LBUSD ALGEBRA 2 UNIT 4 ASSESSMENT E < > 0 6 Consider this function in recursive form. aj = 5 an = -2 + a

Question 6/10 40% 21-22 LBUSD ALGEBRA 2 UNIT 4 ASSESSMENT E < > 0 6 Consider this function in recursive form. aj = 5 an = -2 + an-1 Enter an equivalent equation written in explicit form where n is the term number. an = esc :: 80 a F1 F2 F3 F4 F5 F6 @ A # 3 1 2 % 5 4. 07 oC < co 6 T o w E D

Question 6/10 40% 21-22 LBUSD ALGEBRA 2 UNIT 4 ASSESSMENT E < > 0 6 Consider this function in recursive form. aj = 5 an = -2 + an-1 Enter an equivalent equation written in explicit form where n is the term number. an = esc :: 80 a F1 F2 F3 F4 F5 F6 @ A # 3 1 2 % 5 4. 07 oC < co 6 T o w E D

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Determine the symmetries (if any) of the graph of the given relation. xy = 4 Choose the correct symmetry of the graph. O A. It is symmetric to the x-axis. O B. It is symmetric to the origin. O C. It is symmetric to the y-axis. O D. It is not symmetri

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Determine the symmetries (if any) of the graph of the given relation. xy = 4 Choose the correct symmetry of the graph. O A. It is symmetric to the x-axis. O B. It is symmetric to the origin. O C. It is symmetric to the y-axis. O D. It is not symmetric to the x-axis, y-axis, or origin.

Two airplanes leave an airport at the same time. The first flies220 km/h in a direction of190⁰. The second flies 140 km/h in a direction of240°. After 4 hr, how far apart are the planes?

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Two airplanes leave an airport at the same time. The first flies220 km/h in a direction of190⁰. The second flies 140 km/h in a direction of240°. After 4 hr, how far apart are the planes?

An applicant receives a job offer from two different companies. Offer A is a starting salary of $55,000 and a 5% increase for 5 years. Offer B is a starting salary of $56,000 and an increase of $2,000 per year. Part A: Determine whether offer A can be repr

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An applicant receives a job offer from two different companies. Offer A is a starting salary of $55,000 and a 5% increase for 5 years. Offer B is a starting salary of $56,000 and an increase of $2,000 per year. Part A: Determine whether offer A can be represented by an arithmetic or geometric series and write the equation for An that represents the total salary received after n years. Justify your reasoning mathematically. (3 points) Part B: Determine whether offer B can be represented by an arithmetic or geometric series and write the equation for B, that represents the total salary received after n years. Justify your reasoning mathematically. (3 points) Part C: Which offer will provide a greater total income after 5 years? Show all necessary math work. (4 points)