a projectile is thrown with velocity u=ai^ +bj^from ground of acceleration due to gravity is g then change in velocity of projectile in t second of projection is
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Answered by
1
\begin{lgathered}\vec{u}=a\ \vec{i}+b\ \vec{j}\\\\\frac{H}{R}=\frac{1}{4}Tan\theta=1/2\\\\so\ Tan\theta=2,\\\\from\ \vec{u},\ Tan\theta=\frac{b}{a}\\\\Hence, \ b=2a\end{lgathered}
u
=a
i
+b
j
R
H
=
4
1
Tanθ=1/2
so Tanθ=2,
from
u
, Tanθ=
a
b
Hence, b=2a
Answered by
0
Explanation:
\begin{lgathered]\vec[u]-a\ \vec[i] +b\ \vec{j}\\\\\frac{H}{R}=\frac{1}{4} Tan\theta=1/2\\\\sol Tan\theta-2,\\\\from\ \vec{u},\ Tan\theta=\frac{b}{a}\\\\Hence, \ b=2a\end{lgathered]
Fa
i
+b
R
H
4
1
Tane=1/2
so Tane=2,
from
, Tane=
a
b
all 80% 1
Hence, b=2a
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