if two forces 10N and 20N are inclined at angle 60degree to each other. Find the resultant force.

Answer 1

F = 10N.[0o] + 20[60o] = 10 + 20*Cos60 +
i20*sin60 = 10 + 10 + 17.3i = 20 + 17.3i
= 26.5N.[40.9o].

Answer 2

if two forces 10N and 20N are inclined at angle 60degree to each other. Find the resultant force.

Answer 3

NOT CLEAR ENOUGH

Answer 4

R=f1+f2=10+20(both in square) R=100+400=500.(find the square root)=22.4n.therefore resultant force is 22.4n

Answer 5

Please

Answer 6

R=20^2+10^ -2of10cos[120]=400+100-400[-0.5]=500+200=700

Answer 7

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Answer 8

I don't understand please explain better 😞

Answer 9

Good

Answer 10

R²=400 +100 - 400cos120
=500+200
√700
R=26.5N

Answer 11

R^2= a^2+c^2-2ac cos(180 - THETA) Theta in this case is 60, 180-60=120
R^2 = 10^2 + 20^2 – (2 x 10 x 20 cos 120)
R^2 = 700N
R=√700N
R= √100 * √7 N
R= 10*√7 N or 10√7N

Answer 12

R=20^2+10^-2 of 10 cos [120]
=400+100-400[-0.5]
=500+200=700

Answer 13

√300

Answer 14

F1 is 10n while f2 is 20n while angle is 60°
r^2=20^2+10^2-2×20×10 cos 120
r^2=500+200
r^2=700
r^2=26.5

Answer 15

R²=a²+b²-2ab cos theta
But R?
a=10N
b=20N
Theta=(180-60)=120°
R²=10²+20²-2×10×20 cos 120°
=100+400-400(0.5)
=500+400×0.5
=500+200
=700
R²=√700
=26.5N,,

Answer 16

No. 1