If a ball is thrown into the air at 04 feet per second from the top of a 118-foot-tal building, its height can be modele

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If A Ball Is Thrown Into The Air At 04 Feet Per Second From The Top Of A 118 Foot Tal Building Its Height Can Be Modele 1 (23.02 KiB) Viewed 28 times

If a ball is thrown into the air at 04 feet per second from the top of a 118-foot-tal building, its height can be modeled by the function S=118 641-16, where 5 is in feet and t is in seconds. Complete parts a through e below a. Graph this function for t representing 0 to 8 seconds and 5 representing 0 to 200 feet. Choose the cerrect graph below DA OB Oc 200 200 CO b. Find the height of the ball 1 second after it is thrown and 3 seconds after it is thrown How can these values o The height of the bel 1 secondaris towns The height of the bal 3 seconds after thrown i c. Find the matinum haught the beat will each The maximum height the ball will reach will be 200 (15) How can these values be equal OA. These two values are equal because the bal was nang to a maemurs height at the first instance and then after eaching the maximus height the but was ting at the second mtance in the first instance, Y second a theparing the ball in an upward direction wit reach the fighe 100 t and in the second sealance 3 seconds after the ball is then again it will come back to the height 6 ball was always talling between the two instances Os. These two values are equal because the OC These values are espul pacause the bat was falking to a minimum fight at the fest inance and then I was started to gathe second lance OD The Two values are equal because the bal was sways nung between the two cas