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Byju's Answer
Standard XI
Economics
Shapes of Average and Marginal Cost Curves in the Short Run
a man is walk...
Question
a man is walking in rain with an umbrella in his hand.rain is falling vertically downwards with a velocity of vr and the man is walking horizontally horizontally with a velocity vm.at what angle should he hold the umbrella in order to protect himself from getting wet.
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Solution
T
h
e
r
e
s
u
l
tan
t
v
e
l
o
c
i
t
y
o
f
t
h
e
r
a
i
n
a
n
d
t
h
e
m
a
n
i
s
,
V
=
v
r
2
+
v
m
2
T
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a
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g
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m
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t
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n
o
f
r
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s
u
l
tan
t
v
e
l
o
c
i
t
y
i
s
,
θ
=
v
r
v
r
2
+
v
m
2
.
T
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r
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f
o
r
e
t
h
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m
a
n
m
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t
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m
b
r
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l
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a
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t
a
n
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θ
=
v
r
v
r
2
+
v
m
2
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Similar questions
Q.
If
→
V
r
is the velocity of rain falling vertically and
−
→
V
m
is the velocity of a man walking on a level road, and
θ
is the angle with vertical at which he should hold the umbrella to protect himself, then the magnitude of relative velocity of rain w.r.t man is given by
Q.
Rain is falling vertically and a man is moving with velocity
6
m
s
−
1
. Find the angle at which the man should hold his umbrella avoid getting wet.
Q.
A man is walking at a speed
3
m
/
s
rain drops are falling vertically with a speed
3
m
/
s
:
(i) What is the velocity of rain drop with respect to the man?
(ii) At what angle from vertical, the man should hold his umbrella?
Q.
When it is raining vertically down, to a man walking on road the velocity of rain appears to be
2
times his velocity. To protect himself from rain he should hold the umbrella at an angle
θ
to vertical. Then
tan
θ
=
:
Q.
When it is raining vertically down, to a man walking on road the velocity of rain appears to be
1.5
times his velocity. To protect himself from rain he should hold the umbrella at an angle
θ
to vertical. Than
tan
θ
=
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