an object is dropped from a bridge and allowed to free - fall to the ground. the height of the object over…

an object is dropped from a bridge and allowed to free - fall to the ground. the height of the object over time can be modeled using $h(t)=144 - 16t^{2}$. how many seconds will it take the object to reach the ground?\n2 seconds\n3 seconds\n9 seconds\n16 seconds

an object is dropped from a bridge and allowed to free - fall to the ground. the height of the object over time can be modeled using $h(t)=144 - 16t^{2}$. how many seconds will it take the object to reach the ground?\n2 seconds\n3 seconds\n9 seconds\n16 seconds

Answer

Answer:

B. 3 seconds

Explanation:

Step1: Set height to 0

When the object reaches the ground, $h(t)=0$. So we set $144 - 16t^{2}=0$.

Step2: Rearrange the equation

Add $16t^{2}$ to both sides: $16t^{2}=144$.

Step3: Solve for $t^{2}$

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