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A Window Washer's Bucket Falls Off a Scaffold 248 Feet

Question 34

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A window washer's bucket falls off a scaffold 248 feet above the street. Its height in feet, t seconds after it falls, can be modeled by A window washer's bucket falls off a scaffold 248 feet above the street. Its height in feet, t seconds after it falls, can be modeled by . Find the limit of the difference quotient for d, to obtain a function that represents the instantaneous velocity of the bucket at time t. Use the results to find the instantaneous velocity of the bucket at t = 3. A) ; -344 ft/sec B) ; 152 ft/sec C) ; -112 ft/sec D) ; -96 ft/sec . Find the limit of the difference quotient for d, to obtain a function A window washer's bucket falls off a scaffold 248 feet above the street. Its height in feet, t seconds after it falls, can be modeled by . Find the limit of the difference quotient for d, to obtain a function that represents the instantaneous velocity of the bucket at time t. Use the results to find the instantaneous velocity of the bucket at t = 3. A) ; -344 ft/sec B) ; 152 ft/sec C) ; -112 ft/sec D) ; -96 ft/sec that represents the instantaneous velocity of the bucket at time t. Use the results to find the instantaneous velocity of the bucket at t = 3.


A) A window washer's bucket falls off a scaffold 248 feet above the street. Its height in feet, t seconds after it falls, can be modeled by . Find the limit of the difference quotient for d, to obtain a function that represents the instantaneous velocity of the bucket at time t. Use the results to find the instantaneous velocity of the bucket at t = 3. A) ; -344 ft/sec B) ; 152 ft/sec C) ; -112 ft/sec D) ; -96 ft/sec ; -344 ft/sec
B) A window washer's bucket falls off a scaffold 248 feet above the street. Its height in feet, t seconds after it falls, can be modeled by . Find the limit of the difference quotient for d, to obtain a function that represents the instantaneous velocity of the bucket at time t. Use the results to find the instantaneous velocity of the bucket at t = 3. A) ; -344 ft/sec B) ; 152 ft/sec C) ; -112 ft/sec D) ; -96 ft/sec ; 152 ft/sec
C) A window washer's bucket falls off a scaffold 248 feet above the street. Its height in feet, t seconds after it falls, can be modeled by . Find the limit of the difference quotient for d, to obtain a function that represents the instantaneous velocity of the bucket at time t. Use the results to find the instantaneous velocity of the bucket at t = 3. A) ; -344 ft/sec B) ; 152 ft/sec C) ; -112 ft/sec D) ; -96 ft/sec ; -112 ft/sec
D) A window washer's bucket falls off a scaffold 248 feet above the street. Its height in feet, t seconds after it falls, can be modeled by . Find the limit of the difference quotient for d, to obtain a function that represents the instantaneous velocity of the bucket at time t. Use the results to find the instantaneous velocity of the bucket at t = 3. A) ; -344 ft/sec B) ; 152 ft/sec C) ; -112 ft/sec D) ; -96 ft/sec ; -96 ft/sec

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