Respuesta :
a.If there are 4.4 newtons in a pound, what is the weight of the toy-filled truck in newtons?
193,600 N
b.What is the mass of the toy-tilled truck?
19755.1 kg
c.The truck drops off its load of toys, then stops at a second weigh station. Now the truck weighs 33,000 pounds. What is its weight in newtons?
145,200 N
d.Challenge! Find the total mass of the rubber duck-filled boxes that were carried by the truck.
4,938.8 kg
193,600 N
b.What is the mass of the toy-tilled truck?
19755.1 kg
c.The truck drops off its load of toys, then stops at a second weigh station. Now the truck weighs 33,000 pounds. What is its weight in newtons?
145,200 N
d.Challenge! Find the total mass of the rubber duck-filled boxes that were carried by the truck.
4,938.8 kg
Answer:
c. The truck drops off its load of toys, then stops at a second weigh station. Now the truck weighs 33,000 pounds. What is its weight in newtons?
148,500 N
D. Challenge! Find the total mass of the rubber duck filled boxes that were carried by the truck.
4,950kg
Explanation:
First things first, a Newton (N) is [tex]\frac{kg*m}{s^{2} }[/tex] so we need to convert pounds into kilograms.
1 pound is 0.45 kg.
So 33,000 pounds is equal to: 33,000*0.45=14,850kg, this right here is actually mass
Now, weight is mass*gravitational acceleration.
Gravitational acceleration is equal to 9.8[tex]\frac{m}{s^{2} }[/tex], but it's usually rounded up to 10[tex]\frac{m}{s^{2} }[/tex] to simplify calculations so:
C. The truck drops off its load of toys, then stops at a second weigh station. Now the truck weighs 33,000 pounds. What is its weight in newtons?
14,850kg * 10[tex]\frac{m}{s^{2} }[/tex]= 148,500 [tex]\frac{kg*m}{s^{2} }[/tex]= 148,500 N
D. Challenge! Find the total mass of the rubber duck filled boxes that were carried by the truck.
Mass with the load: 44,000 pounds
Mass without the load: 33,000 pounds
Mass of the load = mass with load - mass without = 11,000
Mass of the load in kg = 11,000*0.45=4,950kg
