plzzz solve the problem
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Hey mate (Allenite) here is the correct answer.....
Time taken for the particle to reach highest point is t1+t2/2
(v=u−gt)
Therefore initial velocity=u=g(t1+t2/2)
Therefore heigh of B from ground is
h=ut+1/2at^2
h=ut1−1/2gt1^2
=g(t1+t2/2)t1−1/2gt1 ^2
h=1/2gt1t2
Hence d is the correct answer.
I hope it will be helpful to you....
Please mark me as BRAINLIEST ❤▶❤❤..
Answered by
1
LET THE HIGHEST POINT WHERE THE BALL REACHES AFTER POINT B be C.
TIME TAKEN BY BALL TO REACH B IS t1 AND TIME TAKEN TO (REACH C FROM B+C to A) is =t2.
We know that,,,,
Time taken to reach max.height is = time taken to reach ground from that point.
Therefore ,Total time of flight=(t1+t2)
Time taken to reach C from A=(t1+t2)÷2
From A to C -; v=u+(-g)t 0=u-g (t1+t2)÷2u u=(gt1+gt2)÷2
using,
s=ut+0.5at^2
Now,
by putting value of u,
a=-g,t=t1
we get-
AB=½gt1t2
HOPE IT HELP...
☣AMAN☣
TIME TAKEN BY BALL TO REACH B IS t1 AND TIME TAKEN TO (REACH C FROM B+C to A) is =t2.
We know that,,,,
Time taken to reach max.height is = time taken to reach ground from that point.
Therefore ,Total time of flight=(t1+t2)
Time taken to reach C from A=(t1+t2)÷2
From A to C -; v=u+(-g)t 0=u-g (t1+t2)÷2u u=(gt1+gt2)÷2
using,
s=ut+0.5at^2
Now,
by putting value of u,
a=-g,t=t1
we get-
AB=½gt1t2
HOPE IT HELP...
☣AMAN☣
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Annabelle21:
Nice pfp
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