Abicyclist pedals along a straight road with velocity, v, given in the figure below. she starts 7 miles from a lake; positive velocities take her away from the lake and negative velocities take her toward the lake.

when is the cyclist farthest from the lake?

approximately how far away is she at this time? give a best estimate. (round your answer to the nearest whole number.)

The separation went from the beginning stage is given by the range under the speed chart.
The territory under the x-hub is figured as negative zone, and positive over the x pivot.
 For this situation,
 we should do estimate for the region under the chart. I like thinking regarding boxes initially, and I'd say the initial 20 minutes, we have around 1 full negative box,
then 7 full positive boxes from 20 mins to 60 minutes.
Boxes=7-1
=6.
 So remove from lake at t=1 hour is
7miles+6boxes*areaOfABox;
where
 areaOfABox=10*1/6
=1.77

The radiation of the fire causes the saucepan to heat up. the conduction of the saucepan then to distribute the heat over the saucepan and to give heat to the water. the convection of the water distributing the heat within the water, till all the water is boiling

I’m not sure about this question