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The Volume of Paint in a Right Cylindrical Can Is

Question 12

Multiple Choice

The volume of paint in a right cylindrical can is given by The volume of paint in a right cylindrical can is given by , where is time in seconds and is the volume in cm 3 . How fast is the level rising when the height is 4 cm? The can has a height of 6 cm and a radius of 1 cm. Hint: To get as a function of , first solve the volume for . A) 7 cm/s B) 5 cm/s C) 8 cm/s D) 10 cm/s E) 6 cm/s , where The volume of paint in a right cylindrical can is given by , where is time in seconds and is the volume in cm 3 . How fast is the level rising when the height is 4 cm? The can has a height of 6 cm and a radius of 1 cm. Hint: To get as a function of , first solve the volume for . A) 7 cm/s B) 5 cm/s C) 8 cm/s D) 10 cm/s E) 6 cm/s is time in seconds and The volume of paint in a right cylindrical can is given by , where is time in seconds and is the volume in cm 3 . How fast is the level rising when the height is 4 cm? The can has a height of 6 cm and a radius of 1 cm. Hint: To get as a function of , first solve the volume for . A) 7 cm/s B) 5 cm/s C) 8 cm/s D) 10 cm/s E) 6 cm/s is the volume in cm 3 . How fast is the level rising when the height is 4 cm? The can has a height of 6 cm and a radius of 1 cm. Hint: To get The volume of paint in a right cylindrical can is given by , where is time in seconds and is the volume in cm 3 . How fast is the level rising when the height is 4 cm? The can has a height of 6 cm and a radius of 1 cm. Hint: To get as a function of , first solve the volume for . A) 7 cm/s B) 5 cm/s C) 8 cm/s D) 10 cm/s E) 6 cm/s as a function of The volume of paint in a right cylindrical can is given by , where is time in seconds and is the volume in cm 3 . How fast is the level rising when the height is 4 cm? The can has a height of 6 cm and a radius of 1 cm. Hint: To get as a function of , first solve the volume for . A) 7 cm/s B) 5 cm/s C) 8 cm/s D) 10 cm/s E) 6 cm/s , first solve the volume The volume of paint in a right cylindrical can is given by , where is time in seconds and is the volume in cm 3 . How fast is the level rising when the height is 4 cm? The can has a height of 6 cm and a radius of 1 cm. Hint: To get as a function of , first solve the volume for . A) 7 cm/s B) 5 cm/s C) 8 cm/s D) 10 cm/s E) 6 cm/s for The volume of paint in a right cylindrical can is given by , where is time in seconds and is the volume in cm 3 . How fast is the level rising when the height is 4 cm? The can has a height of 6 cm and a radius of 1 cm. Hint: To get as a function of , first solve the volume for . A) 7 cm/s B) 5 cm/s C) 8 cm/s D) 10 cm/s E) 6 cm/s .


A) 7 cm/s
B) 5 cm/s
C) 8 cm/s
D) 10 cm/s
E) 6 cm/s

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