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5 votes
29) A load is placed on a 1.5-kg cart. A force of

6.0 N [left] causes the cart and its load to have
an acceleration of 3.0 m/s" [left]. What is the
mass of the load?

2 Answers

3 votes

Weight = mass x gravitational field

= 6kg x 10N/kg

= 60N

Weight = mass x gravitational field

= 70kg x 10N/kg

= 700N

the pivot will be at the man's foot

Anti-clockwise moment = Clockwise moment.

So, we can substitute, when we find the value of one of the moment - either clockwise or anti-clockwise.

man

Anti-clockwise moment = force x distance

= 700N x 0.9

= 630Nm

load

Anti-clockwise moment= 60x(0.9+0.3)

= 60 x 1.2m

=70Nm

total moment is 702Nm (630+70)

As a result, we now know the moment of the clockwise moment, enabling us to find the upward force.

Moment= force x distance

= ?N x 1.3m

702Nm = ?N x 1.3

divide by 1.3 both side

540N =?N

Force is 540N

Hope this helps!

User Istrebitel
by
4.3k points
3 votes
Answer: 0.5 kg
Check photo for work
29) A load is placed on a 1.5-kg cart. A force of 6.0 N [left] causes the cart and-example-1
User Latanius
by
3.8k points