According to Newton's first law, massive objects have _____ inertia than small objects, which means it takes more force to move bigger things than smaller ones.

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Answer 1
Answer: According to Newton's first law, massive objects have more inertia than small objects, which Means it takes more force to move bigger things than smaller ones.
Answer 2
Answer:

According to Newton's first law, massive objects have more inertia than small objects, which means it takes more force to move bigger things than smaller ones.


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The statement "force equals mass times acceleration (F = ma)" is Newton's second law of motion. Why is this a law rather than a theory?Options:
a) It has been extensively tested and confirmed through experimentation.
b) It is a hypothesis that is yet to be proven.
c) It is a general explanation for a wide range of phenomena.
d) It is based on mathematical equations but lacks empirical evidence.

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Answer:

a)  A statement must be tested without contradiction to be a law.

Using echos to find an object

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Using echoes to find and object is called echo location.
The answer is Echolocation

Viscous lidocaine 2% 30 mL Maalox (do not substitute Kaopectate) 60mL Diphenhydramine (use on hand stock 12.5mg/5mL elixir) 75 mg Carafate 1gm/10mL 40 mL The doctor wants the patient to use a daily dose of 2 teaspoons. How many doses are in the final product?

Answers

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.

For more such questions on doses, click on:

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If a gas has a gage pressure of 156 kPa, it is absolute pressure is approximately

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In the given question, one important information for getting to the actual solution is not given and that is the atmospheric pressure. To find the approximate absolute pressure, it is needed to add the value of atmospheric pressure with the gage pressure.
Atmospheric pressure = 100 kPa
Then
Absolute pressure = 156 + 100 kPa
                             = 256 KPa.

The distance from one Crest to the next cest is the

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Hi


The distance from one Crest to the next crest is the wavelength


I hope that's help !

In an atom where are the electrons with less energy most likely located?

Answers

We have to be very careful here !

An electron that has any energy can go galavanting around on its own, sight-seeing
and doing its own thing. That's not the situation with the electrons in an atom.  The
energy of every electron in an atom is negative ... it "owes" the atom energy, and
that's why it stays bound to it. You have to pull on the electron ... give it some more
energy ... in order to break it free from the atom.

The electrons that are way out in the outer orbits are the easiest to rip away from the
atom ... they don't "owe" the atom much, their energy is the least negative, and you
don't have to give them much to settle their debt and release them from the atom.

The electrons that are down deep, closest to the nucleus, are the most tightly bound.
They're the ones whose energy is the most negative, and it takes a team of horses to
pull them free of the atom.

I know I'm going to catch flak for this answer, but I do believe it's the most technically
correct one: The electrons with the least energy are the ones whose energy is most
negative ... those in the first orbital, down deep in the atom, close to the nucleus.