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Byju's Answer
Standard XI
Physics
Rotational Power
The angular v...
Question
The angular velocity of a body is
→
ω
=
2
ˆ
i
+
3
ˆ
j
+
4
ˆ
k
and a torque
→
τ
=
ˆ
i
+
2
ˆ
j
+
3
ˆ
k
acts on it. The
rotational power will be
A
20 W
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B
15 W
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C
√
17
W
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D
√
14
W
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Solution
The correct option is
A
20 W
Power
(
P
)
=
→
τ
.
→
ω
=
(
i
+
2
ˆ
j
+
3
ˆ
k
)
.
(
2
ˆ
i
+
3
ˆ
j
+
4
ˆ
k
)
=
2
+
6
+
12
=
20
W
Suggest Corrections
21
Similar questions
Q.
The angular velocity of a body is
→
ω
=
2
ˆ
i
+
3
ˆ
j
+
4
ˆ
k
and a torque
→
τ
=
ˆ
i
+
2
ˆ
j
+
3
ˆ
k
acts on it. The
rotational power will be
Q.
The angular velocity of a body is
→
ω
=
2
ˆ
i
+
3
ˆ
j
+
4
ˆ
k
and a torque
→
τ
=
ˆ
i
+
2
ˆ
j
+
3
ˆ
k
acts on it. The
rotational power will be
Q.
The angular velocity of a body is given by
→
ω
=
3
^
i
+
2
^
j
+
3
^
k
. A torque
→
τ
=
2
^
i
+
+
3
^
j
+
4
^
k
acts on it. Then rotational power will be:
Q.
The vector moment about the point
→
i
+
→
2
j
+
→
3
k
of the resultant of forces
→
i
−
→
2
j
+
→
5
k
and
→
3
j
−
→
4
k
acting at the point
−
→
2
i
+
→
3
j
−
→
3
k
is
Q.
The vectors
2
¯
i
−
3
¯
j
+
4
¯
¯
¯
k
,
¯
i
−
2
¯
j
+
3
¯
¯
¯
k
and
3
¯
i
+
¯
j
−
2
¯
¯
¯
k
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