Respuesta :
Answer:
a. the second choice of leisurely walking at 3 km/h burn up more energy, which is equal to 2.436 MJ
b. Due to more time
Explanation:
a.
FOR 10 km/h SPEED:
First, we find time taken to reach physics lab:
S₁ = V₁t₁
t₁ = S₁/V₁
where,
t₁ = time = ?
S₁ = Distance = 7 km
V₁ = Speed = 10 km/h
Therefore,
t₁ = (7 km)/(10 km/h)
t₁ = (0.7 h)(3600 s/1 h) = 2520 s
Now, we calculate the energy burnt:
P₁ = E₁/t₁
E₁ = P₁ t₁
where,
E₁ = Energy Burnt = ?
P₁ = Power Used = 700 W
t₁ = 2520 s
Therefore,
E₁ = (700 W)(2520 s)
E₁ = 1.764 MJ
FOR 3 km/h SPEED:
First, we find time taken to reach physics lab:
S₂ = V₂t₂
t₂ = S₂/V₂
where,
t₂ = time = ?
S₂ = Distance = 7 km
V₂ = Speed = 3 km/h
Therefore,
t₂ = (7 km)/(3 km/h)
t₂ = (2.333 h)(3600 s/1 h) = 8400 s
Now, we calculate the energy burnt:
P₂ = E₂/t₂
E₂ = P₂ t₂
where,
E₂ = Energy Burnt = ?
P₂ = Power Used = 290 W
t₂ = 8400 s
Therefore,
E₂ = (290 W)(8400 s)
E₂ = 2.436 MJ
Hence, the second choice of leisurely walking at 3 km/h burn up more energy, which is equal to 2.436 MJ
b.
The more intense exercise burn up less energy than the less intense exercise, because it is performed for a longer period of time.
Part A:
For 10 km/h
- S₁ = V₁t₁
- t₁ = S₁/V₁
- t₁ = time = ?
- S₁ = Distance = 7 km
- V₁ = Speed = 10 km/h
- t₁ = (7 km)/(10 km/h)
- t₁ = (0.7 h)(3600 s/1 h) = 2520 s
The energy burnt:
- P₁ = E₁/t₁
- E₁ = P₁ t₁
- E₁ = Energy Burnt = ?
- P₁ = Power Used = 700 W
- t₁ = 2520 s
E₁ = (700 W)(2520 s)
E₁ = 1.764 MJ
Thus, For 10km/h speed the energy burn are 1.764MJ.
For 3 km/h
- S₂ = V₂t₂
- t₂ = S₂/V₂
- t₂ = time = ?
- S₂ = Distance = 7 km
- V₂ = Speed = 3 km/h
- t₂ = (7 km)/(3 km/h)
- t₂ = (2.333 h)(3600 s/1 h) = 8400 s
The energy burnt:
- P₂ = E₂/t₂
- E₂ = P₂ t₂
- E₂ = Energy Burnt = ?
- P₂ = Power Used = 290 W
- t₂ = 8400 s
- E₂ = (290 W)(8400 s)
- E₂ = 2.436 MJ
The second choice of leisurely walking at 3 km/h burn up more energy, which is equal to 2.436 MJ
Part B:
The more intense exercise burn up less energy than the less intense exercise, because it is performed for a longer period of time.
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