PLEASE USE TI 84 CALCULATOR TO ANSWER. USING TI84 CALCULATOR IS A REQUIRMENT FOR ME. ABSOLUTELY NO FORMULAS OR EXCEL. PLEASE ONLY ANSWER IF TOU KNOW HOW TO DO THIS PROBLEM WITH TI84 CALCULATOR. I WILL THUMBS DOWN IF YOU DO NOT FOLLOW DIRECTIONS! THANK YOU!

for TI84 calculator, I need to know what n, I, pmt, Pv, fv when applicable, to be able to plug it in. No formulas!! thank you!

Problem 2: (50 pts) Captain America. Iron Man and the Black Widow each ha that they would like you to analyze for them and determi deal. Black Widow each have an offer for the next movie yze for them and determine who will be getting the best Captain America will receive $200,000 per year starting on his 5 on his 70 birthday (his last payment will be on his 70 birthday). $400.000 every six months starting six months after ending on his 89th birthday. He will also receive $16,000.00 another $16,000,000 on his 95h birthday. per year starting on his 35th birthday and ending on his 70" birthday). He then will receive 15 starting six months after the last payment of $200,000 and day. He will also receive $16,000,000 on his 90th birthday and Iron Man has been offered an investment that will pay been offered an investment that will pay him $250,000 per year starting on his 35" birthday and continuing until his 50th birthday (his last payment of $250.0 occur on his 50th birthday). He then will receive $40.000 every six months, with the first of these coming six months after his last payment of $250,000, and continuing until his 90" birthday (that will be his last payment of $40,000). Finally he will receive $29,000,000 one year after his last payment of $40,000. Black Widow is offered an investment that will pay her $120.000 every six months starting on her 35 birthday and ending six months before her 55" birthday. She then will receive $400,000 every other year for ten years (5 payments) with the first of these coming six months after her last payment of $120,000. Black Widow would also receive $1,150,000 one year after her last payment of $400,000. Assuming each is celebrating their 30" birthday today, each will be around until the end of the investment payments, they have a 10% (semi-annual), which of them has the best offer? SHOW ALL WORK and make your decision using the present value concept. Problem 2: (50 pts) Captain America. Iron Man and the Black Widow each ha that they would like you to analyze for them and determi deal. Black Widow each have an offer for the next movie yze for them and determine who will be getting the best Captain America will receive $200,000 per year starting on his 5 on his 70 birthday (his last payment will be on his 70 birthday). $400.000 every six months starting six months after ending on his 89th birthday. He will also receive $16,000.00 another $16,000,000 on his 95h birthday. per year starting on his 35th birthday and ending on his 70" birthday). He then will receive 15 starting six months after the last payment of $200,000 and day. He will also receive $16,000,000 on his 90th birthday and Iron Man has been offered an investment that will pay been offered an investment that will pay him $250,000 per year starting on his 35" birthday and continuing until his 50th birthday (his last payment of $250.0 occur on his 50th birthday). He then will receive $40.000 every six months, with the first of these coming six months after his last payment of $250,000, and continuing until his 90" birthday (that will be his last payment of $40,000). Finally he will receive $29,000,000 one year after his last payment of $40,000. Black Widow is offered an investment that will pay her $120.000 every six months starting on her 35 birthday and ending six months before her 55" birthday. She then will receive $400,000 every other year for ten years (5 payments) with the first of these coming six months after her last payment of $120,000. Black Widow would also receive $1,150,000 one year after her last payment of $400,000. Assuming each is celebrating their 30" birthday today, each will be around until the end of the investment payments, they have a 10% (semi-annual), which of them has the best offer? SHOW ALL WORK and make your decision using the present value concept