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lions [1.4K]
2 years ago
5

Two experiments are conducted are conducted to determine the mass of an object. In Experiment 1, the object's weight is measured

by using an electronic balance once the object has been placed at rest on the balance. In Experiment 2, the object is pulled along a horizontal surface with a spring scale such that the force reading on the spring scale remains constant while a motion detector is used to measure the instantaneous speed of the object as it is pulled. All frictional forces for both experiments are considered to be negligible. Which of the two experiments, if either, could be used to determine the gravitational mass of the object?
Social Studies
1 answer:
NNADVOKAT [17]2 years ago
5 0

Answer:

<em>Experiment 1 could be used to check the gravitational mass of an object.</em>

Explanation:

Gravitational mass can be described as the strength which the gravitational force has on an object when it is present in the gravitational force. An object at rest will experience only the gravitational force. Whereas an object that is pulled along a horizontal surface with a spring scale will have other forces acting on it along with the gravitational force.

To check for the gravitational mass, an object should only have a gravitational force acting upon it. Hence, experiment 1 is the correct option.

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<h3>He needs 5 more months of savings for him to reach his goal. </h3>

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Given the equation that models Damon's saving plan as y = 500 + 400x  where x represents the number of  months since last week and y represents the total amount he's saved for the vacation. Since he estimates that he'll need about $2,500 for the trip, therefore y = $2,500.

In order to determine how many more months of saving (x) it will take to reach his goal, the following steps must be taken by Damon (Damon true statements)

Step 1:

y = 500 + 400x

Step 2: Subtract 500 from both sides

y - 500 = 500 + 400x - 500

y-500 = 400x

Step 3: Substitute y = $2500 into the resulting equation and solve for x

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Step 4:  Take the difference of the value at the right hand side of the equation

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Step 5: Divide both sides by the coefficient of x (i.e 400)

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