A gril on a bike rides north 8KM and then turns east . if she rides at a steady rate of 16Km per hour ,?


Question:at what rate is distance, measured directly between the girl and her start point, changing 2 hours after she leaves that point?

Answers:

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Well she covers 24 km going east (since 16 km/hr and spent 30 mins to get north) so thats 8 km north and 24 km east and then that forms a right triangle so you can use pythagorean theorem. 8^2+24^2=x^2, so x=25.3 km.

I just noticed you said at what rate is distance changing do you mean compared to time at that point, because that would involve calculus, specifically dd/dt, where dd is the derivative of distance and dt the derivative of time. If thats what your trying to find then good luck because I dont feel like doing a calculus problem for a problem I dont fully understand already haha.

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24+8= 32km

How should I use Ginseng?Is it bad for my health?

A^2+B^2=C^2
(8^2+24^2)=C^2
do the work inside, take the square root of both sides, to get rid of the radicals and
C=25.3 km

The answer is 25.3 km...There is no calculus involved with what you are asking, the rate of change is 16 k/m per hour.

And how does a gril ride a bike?

Peace

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