marlena created a table of values representing the height in feet, h(t), of a coconut falling to the hard…

marlena created a table of values representing the height in feet, h(t), of a coconut falling to the hard ground with a height of 0 feet, collected over t seconds. assume the coconut does not bounce and rests on the ground when it lands. height of coconut over time which statement is true? the initial height of the coconut is 190 feet. the coconut will hit the ground between 4 and 5 seconds after it was dropped. the values of h(t) when t = 4 and 5 should be 0. the maximum height of the coconut was 1 second after it was dropped.\n|t|h(t)|\n|0|210|\n|1|194|\n|2|146|\n|3|66|\n|4|-46|\n|5|-190|

marlena created a table of values representing the height in feet, h(t), of a coconut falling to the hard ground with a height of 0 feet, collected over t seconds. assume the coconut does not bounce and rests on the ground when it lands. height of coconut over time which statement is true? the initial height of the coconut is 190 feet. the coconut will hit the ground between 4 and 5 seconds after it was dropped. the values of h(t) when t = 4 and 5 should be 0. the maximum height of the coconut was 1 second after it was dropped.\n|t|h(t)|\n|0|210|\n|1|194|\n|2|146|\n|3|66|\n|4|-46|\n|5|-190|

Answer

Explanation:

Step1: Analyze initial height

When (t = 0), (h(0)=210) feet, so the initial height is 210 feet, not 190 feet.

Step2: Analyze when it hits the ground

The height is 0 when it hits the ground. Since (h(3) = 66) and (h(4)=- 46), it must have hit the ground between 3 and 4 seconds. Also, when (t = 4) and (t = 5), the coconut has already passed the ground - level and the values are negative, not 0.

Step3: Analyze maximum height

The maximum height occurs at the start, when (t = 0), not at (t = 1).

Answer:

None of the given statements are true.