The greatest and least resultant of two forces at a point are 29N and 5N respectively each
force is increased by 3N and applied at right angles on a particle, the new resultant force is
A) 35N
B) 25N
C) 433 N
D) 423 N
With solution
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Answers
Answered by
1
If initial force are
a
and
b
Then greatest resultant is a+b and least is a−b
⟹a+b=29
and a−b=5
⟹a=17N and b=12N
After increasing each by 3N, A=20N and B=15N
And resultant of new forces acting at right angle is
F=
A
2
+B
2
=
20
2
+15
2
⟹F=25N
a
and
b
Then greatest resultant is a+b and least is a−b
⟹a+b=29
and a−b=5
⟹a=17N and b=12N
After increasing each by 3N, A=20N and B=15N
And resultant of new forces acting at right angle is
F=
A
2
+B
2
=
20
2
+15
2
⟹F=25N
Answered by
2
Answer:
If initial force are
a
and
b
Then greatest resultant is a+b and least is a−b
⟹a+b=29
and a−b=5
⟹a=17N and b=12N
After increasing each by 3N, A=20N and B=15N
And resultant of new forces acting at right angle is
F=
A
2
+B
2
=
20
2
+15
2
⟹F=25N
tanθ=
B
A
=
15
20
=
3
4
⟹θ=53
o
with vector
B
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