Suppose the mass of a certain liquid is 35 g. You place it in a beaker that has a mass of 75 g. What is the mass of the liquid? plz help.

Answers

Answer 1

Answer: If you are looking for the mass of the liquid with the beaker, you just have to add the beaker mass and liquid mass

35+75= 110 g

Answer 2

Answer:

Final answer:

The mass of the liquid remains at 35 g regardless of its location or what it's placed inside.

Explanation:

The mass of a liquid is simply the amount of matter it contains, and it does not change regardless of where or in what you place it. So, if the mass of a certain liquid is given as 35 g, this mass value remains unchanged whether you place it in a beaker, cup, or any other container. Therefore, the mass of the liquid in the beaker is still 35 g, and the mass of the beaker doesn't affect it.

Learn more about Mass here:

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Making a good first impression on potential employers is essential to securing employment. T/F

Answers

True. Having a good impression shows that you are ready for the job, and worthy of being employed. A first impression may or may not guarantee the job, that’s why it’s always important to be on time, look nice and be attentive during a job interview.

it is said that a fool and his money ate soon parted.Suppose we place the fool and gold brick in the middle of a frictionless,frozen lake (Galileo's ideal frozen lake).How can the fool rescue himself?Is he still a fool?

Answers

He could theoretically push the gold brick away from himself, and due to Newton's 3rd law (Every action has an equal and opposite reaction), the same amount of force would recoil back at him from the gold brick. As a result, he will move in the opposite direction from the gold brick, and since it as an ideal frozen lake (meaning there is no friction present), he will keep going until he reaches the edge of the lake.

And I don't know if he's still a fool. That's up to you.

You are sitting in a car that isn't moving; suddenly, the car quickly accelerates. your body seems to be pushed back against the seat. which word best explains why your body seemed to be pushed backward against the seat?

Answers

Explanation :

When the car accelerates, our body pushed backward against the seat. This effect is due to inertia.

When the car starts suddenly, our feet also comes in motion. But the rest body is still at rest.

Inertia is the property of a body which opposes its state of rest or state of motion.

In this case, the inertia of the passenger resists the motion of the car. So, he pushed backwards as the car started.

According to the Law of Inertia, our upper body was in rest and it wanted to remain in that condition.....

Which of these statements would suggest that digital television transmission is a better method than analog?

Answers

Answer: A digatil is newer better

Explanation:

Scientists use different types of microscopes to observe objects that are not visible to the naked eye. A scientist is reviewing various samples of pond water to determine what species of microorganisms live in the pond. The scientist wishes to make drawings of the structure of each microorganism and study each one's method of movement. Which of the following microscopes would be best for the scientist to use?a.

transmission electron microscope

b.

scanning electron microscope

c.

compound light microscope

d.

dissecting microscope

Answers

A compound light microscope is the correct answer. Compound light microscopes provide a clear picture of many microorganisms, such as protozoans, and are used to view their structures and movements. Often, in the field of Microbiology, compound light microscopes are used for observing living microorganisms.

Answer;

-Compound light microscope

Explanation;

-A compound microscope is a microscope that uses multiple lenses to enlarge the image of a sample. It is commonly used for viewing samples at high magnification (40 - 1000x), which is achieved by the combined effect of two sets of lenses: the ocular lens and the objective lenses.

-Compound microscopes usually include exchangeable objective lenses with different magnifications (e.g 4x, 10x, 40x and 60x), mounted on a turret, to adjust the magnification. These microscopes also include a condenser lens and iris diaphragm, which are important for regulating how light hits the sample.

If an object is to rest on an incline without slipping, then friction must equal the component of the weight of the object parallel to the incline. This requires greater and greater friction for steeper slopes. Show that the maximum angle of an incline above the horizontal for which an object will not slide down is θ.

Answers

The maximum angle of an incline above the horizontal for which an object will not slide down is,

$\theta=\tan^(-1)\mu$

What is friction force?

Friction force is the force which resist the motion of a body, when the the body is in contact with another body or surface.

The friction force of a body is the product of normal force acting on the body and the coefficient of the friction of that body. It can be given as,

$F_f=F_n*\mu$

Here, $F_n\n$ is the normal force and $\mu$ is the coefficient of the friction.

If a force is at the rest, then the net force acting on a body should be equal to zero. Now the normal force acting on a body is product of mass and the gravity.

For the inclined plane the normal force can be given as,

$F_n=mg\cos\theta$

Put this value in the above equation as,

$F_f=mg\cos\theta*\mu$

Now for the horizontal component of velocity to balance the object, is given as,

$F_f=mg\sin\theta$ .

Comparing both the values of friction force, the equation become,

$mg\sin\theta=mg\cos\theta*\mu\n\sin\theta=\cos\theta*\mu\n(\sin\theta)/(\cos\theta)=\mu\n\tan\theta=\mu\n\theta=\tan^(-1)\mu$

Thus, the maximum angle of an incline above the horizontal for which an object will not slide down is,

$\theta=\tan^(-1)\mu$

Learn more friction force here;

brainly.com/question/13680415

Answer:

$\theta = tan^(-1)\mu$

Explanation:

As we know that if the object is placed on the inclined plane then the force of friction on the object is counterbalanced by the component of the weight of the object along the inclined plane.

So we can say

$F_f = mgsin\theta$

now if we increase the inclination of the plane then the component of the weight weight along the inclined plane will increase and hence the friction force will also increase.

As we know that the limiting value or the maximum value of friction force at the static condition is given by

$F_f = \mu N$