A rock is held steady over a well and dropped. 4.6 seconds later, the sound of the rock hitting water is heard. Sound travels at a constant speed of 347 m/s. How deep is the well?
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say \(d\) is the depth of of well
say it takes \(t\) seconds for stone to hit water so it wud take \(4.6-t\) seconds for sound to travel
distance travelled by stone :- \(\large d = \frac{1}{2} \times 9.8 \times t^2\) ----------(1)
same distance is travelled by sound on the way up :- \(\large d = 347 \times (4.6-t)\) ----------(2)
two equations, two unknowns we should be able to solve them ?
solve for t then plug into one of the above equations correct?
to get d
yup you can do that
after all is done, you shoudl get \(d = 92.0681\)
good luck !
thank u. i got this wrong. i will learn from it
good, np :)
did u get how i wrote the equation (1) ?
yes i understand. u usually do not take more than one problem? is it ok if i ask u if i am stuck on sthing?
nthing like that lol, sure u can tag me... :D
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