Question

h(t) = -4.9t^2 + 33.4t + 71 Round to the nearest tenth as needed. Using your rounded quadratic regression equation to complete the statements below. Round your answers to the nearest tenth as needed. After 2.6 seconds, the object will be 124.716 meters above the ground. After seconds, the object will be 13 meters above the ground.

          h(t) = -4.9t^2 + 33.4t + 71
Round to the nearest tenth as needed.
Using your rounded quadratic regression equation to complete the statements below.
Round your answers to the nearest tenth as needed.
After 2.6 seconds, the object will be 124.716 meters above the ground.
After seconds, the object will be 13 meters above the ground.

h(t) = -4.9t^2 + 33.4t + 71
Round to the nearest tenth as needed.
Using your rounded quadratic regression equation to complete the statements below.
Round your answers to the nearest tenth as needed.
After 2.6 seconds, the object will be 124.716 meters above the ground.
After seconds, the object will be 13 meters above the ground.

Added by Carlos G.

Elementary and Intermediate Algebra

Alan S. Tussy, R. David Gustafson 5th Edition

Instant Answer

Solved by Expert Adi S

07/23/2023

Step 1

6 seconds to find the height of the object at that time. h(2.6) = -4.9(2.6)^2 + 33.4(2.6) + 71 Show more…

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h(t)=-4.9t^(2)+33.4t+71 sigma deg Round to the nearest tenth as needed. Using your rounded quadratic regression equation to complete the statements below. Round your answers to the nearest tenth as needed. After 2.6 seconds, the object will be 124.716,sigma deg meters above the ground. Afte How many seconds will the object be 13 meters above the ground. h=-4.9+33.4t+71 Round to the nearest tenth as needed. Using your rounded quadratic regression equation to complete the statements below. Round vour answers to the nearest tenth as needed. After 2.6 seconds,the object will be 124.716 meters above the ground After seconds,the object will be 13 meters above the ground