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Physics
Physics
Problem
When two constant forces
F
1
\mathbf{F}_1
F
1
and
F
2
\mathbf{F}_2
F
2
act simultaneously on a body causing a displacement
s
\mathbf{s}
s
, the net work done is a)
(
∣
F
1
∣
+
∣
F
2
∣
)
∣
s
∣
(\lvert\mathbf{F}_1\rvert+\lvert\mathbf{F}_2\rvert)\,\lvert\mathbf{s}\rvert
(∣
F
1
∣
+
∣
F
2
∣)
∣
s
∣
b)
(
F
1
+
F
2
)
2
⋅
s
\dfrac{(\mathbf{F}_1+\mathbf{F}_2)}{2}\cdot\mathbf{s}
2
(
F
1
+
F
2
)
⋅
s
c)
∣
F
1
+
F
2
∣
∣
s
∣
\lvert\mathbf{F}_1+\mathbf{F}_2\rvert\,\lvert\mathbf{s}\rvert
∣
F
1
+
F
2
∣
∣
s
∣
d)
(
F
1
+
F
2
)
⋅
s
(\mathbf{F}_1+\mathbf{F}_2)\cdot\mathbf{s}
(
F
1
+
F
2
)
⋅
s
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