Solved Question A Construction Worker Drops A Hammer While Chegg Enhanced with ai, our expert help has broken down your problem into an easy to learn solution you can count on. question: a construction worker accidentally drops a hammer from a height of 90 m while working on the roof of an apartment building. A construction worker drops a hammer while building the grand canyon skywalk 4,000 ft above the colorado river. use the formula t = 4h to find how many seconds it takes for the hammer to reach the river.
Solved A Construction Worker Accidentally Drops His Hammer Chegg Get step by step solutions within seconds. Ask our educators ask unlimited questions and get video answers from our expert stem educators. Question a construction worker drops a hammer while building the grand canyon skywalk 4,000 ft above vh the colorado river. use the formula 1 = to find how many seconds it takes for the hammer to 4 reach the river, round your answer to the nearest tenth of a second. A construction worker dropped a hammer while working on a skyscraper, 1060 feet above the ground. use the formula t= sqrt (h) 4 to find how many seconds it took for the hammer to reach the ground.
Solved A Construction Worker Drops A Hammer From A 60 M Tall Chegg Question a construction worker drops a hammer while building the grand canyon skywalk 4,000 ft above vh the colorado river. use the formula 1 = to find how many seconds it takes for the hammer to 4 reach the river, round your answer to the nearest tenth of a second. A construction worker dropped a hammer while working on a skyscraper, 1060 feet above the ground. use the formula t= sqrt (h) 4 to find how many seconds it took for the hammer to reach the ground. Hi dear, here is a detailed solution for the question with a clear explanation, if you still have any doubts then please let me know i will clarify them. thank you. To determine when the hammer will hit the ground, we need to find the time when the height is 0. set s (t) = 0 and solve for t: 0 = 90 4.9t². rearrange the equation to get 4.9t² = 90, and then solve for t to get t = 3.79 seconds. To find when the hammer hits the ground, we need to find the time (t) when the height (s) is 0. A construction worker drops a hammer while building the grand canyon skywalk 4,000 ft above the colorado river. use the formula t = 4h to find how many seconds it takes for the hammer to reach the river.
Solved A Construction Worker Accidently Drops A Hammer From Chegg Hi dear, here is a detailed solution for the question with a clear explanation, if you still have any doubts then please let me know i will clarify them. thank you. To determine when the hammer will hit the ground, we need to find the time when the height is 0. set s (t) = 0 and solve for t: 0 = 90 4.9t². rearrange the equation to get 4.9t² = 90, and then solve for t to get t = 3.79 seconds. To find when the hammer hits the ground, we need to find the time (t) when the height (s) is 0. A construction worker drops a hammer while building the grand canyon skywalk 4,000 ft above the colorado river. use the formula t = 4h to find how many seconds it takes for the hammer to reach the river.
Solved 7 A Construction Worker Accidently Drops A Hammer Chegg To find when the hammer hits the ground, we need to find the time (t) when the height (s) is 0. A construction worker drops a hammer while building the grand canyon skywalk 4,000 ft above the colorado river. use the formula t = 4h to find how many seconds it takes for the hammer to reach the river.
Comments are closed.