The syrup drips out of the bottle at a rate of 2.75 cubic inches per minute and begins to make a puddle. Due to the viscosity of the sugary substance, the puddle is always 0.25 inches thick.

a. How fast the surface area is increasing at minute 5 when you discover.

b. If you clean up the mess at the rate of 2 sq. inches every 15 sec., will you have time to get it sponged up before mother enters the room? (Mother is jogging at the rate of 10 miles per hour and was just about 500 yards away when the clean up began).

Question

The syrup drips out of the bottle at a rate of 2.75 cubic inches per minute and begins to make a puddle. Due to the viscosity of the sugary substance, the puddle is always 0.25 inches thick.

a. How fast the surface area is increasing at minute 5 when you discover.

b. If you clean up the mess at the rate of 2 sq. inches every 15 sec., will you have time to get it sponged up before mother enters the room? (Mother is jogging at the rate of 10 miles per hour and was just about 500 yards away when the clean up began).

anonymous · Answer

I need help with the problem. I don't even know how to set it up.

baldymcgee6 · Answer

So what shape will the puddle take after?

anonymous · Answer

That's exactly what I wanna know. I have no idea what it look like.

baldymcgee6 · Answer

You have to assume that the puddle will be in the shape of a cylinder with the height and rate of volume given

baldymcgee6 · Answer

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