Aim: Applications of Conservation of Energy Do Now: A bullet fired from a rifle emerges with a...

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Aim: Applications of Conservation of Energy Do Now: A bullet fired from a rifle emerges with a kinetic energy of 2,400 J. If the barrel of the rifle is 0.5 m long, what is the average force on the bullet while in the barrel? ΔKE = W ΔKE = Fd 2,400 J = F(0.5 m) F = 4,800 N ΔKE = ΔPE = W Choose the combination that works!

Transcript of Aim: Applications of Conservation of Energy Do Now: A bullet fired from a rifle emerges with a...

Page 1: Aim: Applications of Conservation of Energy Do Now: A bullet fired from a rifle emerges with a kinetic energy of 2,400 J. If the barrel of the rifle is.

Aim: Applications of Conservation of Energy

Do Now:

A bullet fired from a rifle emerges with a kinetic energy of 2,400 J. If the barrel of the rifle is 0.5 m long, what is the average force on the bullet while in the barrel?

ΔKE = W

ΔKE = Fd

2,400 J = F(0.5 m)

F = 4,800 N

ΔKE = ΔPE = W

Choose the combination that works!

Page 2: Aim: Applications of Conservation of Energy Do Now: A bullet fired from a rifle emerges with a kinetic energy of 2,400 J. If the barrel of the rifle is.

m = 500 kg

vi = 2 m/s A

B

C

D

E40 m

30 m

20 m

Roller Coaster ProblemsRoller Coaster Problems

Page 3: Aim: Applications of Conservation of Energy Do Now: A bullet fired from a rifle emerges with a kinetic energy of 2,400 J. If the barrel of the rifle is.

PEPE KEKE VelocityVelocity EETT

AA

BB

CC

DD

EE

mgh

(500)(9.8)(40)

196,000 J

2 m/s

(Given)

½mv2

½(500)(2)2

1000 J

PE + KE

196,000 + 1000

197,000 J

197,000 J

197,000 J

197,000 J

197,000 J

h = 0

0 J

PE + KE = ET

0 + KE = 197,000

197,000 J

KE = ½mv2

197,000 = ½(500)v2

28 m/s mgh

(500)(9.8)(30)

147,000 J

PE + KE = ET

147,000 + KE = 197,000

50,000 J

KE = ½mv2

50,000 = ½(500)v2

14.1 m/s

h = 0

0 J

PE + KE = ET

0 + KE = 197,000

197,000 J

KE = ½mv2

197,000 = ½(500)v2

28 m/s mgh

(500)(9.8)(20)

98,000 J

PE + KE = ET

98,000 + KE = 197,000

99,000 J

KE = ½mv2

99,000 = ½(500)v2

19.9 m/s

Page 4: Aim: Applications of Conservation of Energy Do Now: A bullet fired from a rifle emerges with a kinetic energy of 2,400 J. If the barrel of the rifle is.

m = 600 kg

vi = 1 m/s

A

B

C

D

E50 m40 m

20 m

30 m

Page 5: Aim: Applications of Conservation of Energy Do Now: A bullet fired from a rifle emerges with a kinetic energy of 2,400 J. If the barrel of the rifle is.

PEPE KEKE VelocityVelocity EETT

AA

BB

CC

DD

EE

mgh

(600)(9.8)(50)

294,000 J

1 m/s

(Given)

½mv2

½(600)(1)2

300 J

PE + KE

294,000 + 300

294,300 J

294,300 J

294,300 J

294,300 J

294,300 J

h = 0

0 J

PE + KE = ET

0 + KE = 294,300

294,300 J

KE = ½mv2

294,300 = ½(600)v2

31.3 m/s mgh

(600)(9.8)(40)

235,200 J

PE + KE = ET

235,200 + KE = 294,300

59,100 J

KE = ½mv2

59,100 = ½(600)v2

14 m/s mgh

(600)(9.8)(20)

117,600 J

PE + KE = ET

117,600 + KE = 294,300

176,700 J

KE = ½mv2

176,700 = ½(600)v2

24.3 m/s mgh

(600)(9.8)(30)

176,400 J

PE + KE = ET

176,400 + KE = 294,300

117,900 J

KE = ½mv2

117,900 = ½(600)v2

19.8 m/s

Page 6: Aim: Applications of Conservation of Energy Do Now: A bullet fired from a rifle emerges with a kinetic energy of 2,400 J. If the barrel of the rifle is.

What is the centripetal force at C?

FC = maC

FC = 5,880 N