Answer:
243 N
Explanation:
B. Only the rider undergoes a translation.
C. Only the bicycle undergoes translation.
D. Neither the bicycle nor the rider undergoes a translation.
Answer:
A. The bicycle and the rider undergo translation.
Explanation:
When a rider is riding his bicycle along the road, the wheels of the bicycle will rotate. This rotation of wheels translates both the rider and the bicycle in space.
So the correct answer is option A
Answer:
There are approximately 16 dozes in the final product
Explanation:
The given parameters are;
The viscous lidocaine 2% 30 mL + Maalox 60mL + Diphenhydramine (12.5 mg/5mL elixir)75 mg + Carafate 1gm/10mL 40mL
The total volume becomes;
30 mL + 60 mL + 5 × 75/12.5 mL + 40 mL = 160 mL
1 Teaspoon = 4.928922 mL
Therefore, 2 teaspoon = 2 × 4.928922 mL = 9.857843 mL
Which gives;
The number of doses in 160 mL = 160 mL/(9.857843 mL) = 16.2307312 doses
Which is approximately 16 doses
Therefore, there are approximately 16 dozes in the final product.
The final product contains viscous lidocaine, Maalox, diphenhydramine, and Carafate. There are approximately 10.5 doses in the final product.
The final product is a mixture of viscous lidocaine, Maalox, diphenhydramine, and Carafate. The doctor wants the patient to use a daily dose of 2 teaspoons.
To calculate the number of doses in the final product, we need to determine the total volume of the mixture and divide it by the volume of a single dose.
First, add the volumes of the individual components: 30 mL + 60 mL + 75 mg + 40 mL = 105 mL
Since the doctor wants the patient to use 2 teaspoons (10 mL) per dose, divide the total volume of the mixture (105 mL) by the volume of a single dose (10 mL): 105 mL ÷ 10 mL = 10.5 doses
Therefore, there are approximately 10.5 doses in the final product.
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The train will pass the 1500.0m marker 33.33 seconds after leaving the station. Its velocity is 162.0 km/h.
To find the time it takes for the train to pass the 1500.0m marker, we can use the formula: time = distance / velocity. Plugging in the values,
time = 1500.0m / 45.0 m/s
time = 33.33 seconds.
To convert the velocity from m/s to km/h, we use the conversion factor: 1 m/s = 3.6 km/h. Therefore,
velocity = 45.0 m/s * 3.6 km/h/m/s
velocity = 162.0 km/h.
In summary, the train will pass the 1500.0m marker approximately 33.33 seconds after departing the station, and its velocity will be 162.0 km/h
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Answer:
119.88 km/h
Explanation:
1500/45=33.3
use a m/s to km/h calculator
put in 33.3 for m/s and you will get 119.88 km/h.
119.88 km/h.