When water runs out of a hole in a cylindrical container, the height of the water in the container can often be modeled by a quadratic function. Assume that the height of the water in a particular metal can with a small hole can be modeled by $h = 0.0005 x ^ { 2 } - 0.17 x + 8$ , where x is the time (sec) and h is the height (cm). Use the quadratic formula to estimate
The time when the height is 5 cm. Round your answer to the nearest second.
A) 26 sec
B) 19 sec
C) 25 sec
D) 23 sec

Question

Quizplus · Accepted Answer

The Answer of When water runs out of a hole in a cylindrical container, the height of the water in the container can often be modeled by a quadratic function. Assume that the height of the water in a particular metal can with a small hole can be modeled by $h = 0.0005 x ^ { 2 } - 0.17 x + 8$ , where x is the time (sec) and h is the height (cm). Use the quadratic formula to estimate
The time when the height is 5 cm. Round your answer to the nearest second.
A) 26 sec
B) 19 sec
C) 25 sec
D) 23 sec

When Water Runs Out of a Hole in a Cylindrical h=0.0005x2−0.17x+8h = 0.0005 x ^ { 2 } - 0.17 x + 8h=0.0005x2−0.17x+8

When Water Runs Out of a Hole in a Cylindrical $h = 0.0005 x ^ { 2 } - 0.17 x + 8$