Answer: A positively charged insulating rod is brought close to an object that is suspended by a string. If the object is repelled away from the rod, we can conclude that the object is positively charged.
Explanation: To find the answer, we need to know more about the Electric charges and its properties.
<h3>What is meant by electric charge?</h3>
- It can be defined as the basic fundamental property of matter causes to experience a force, when it is placed in an external electric field.
- The charge of the particle can be positive, negative, and zero.
<h3>What are the fundamental properties of electric charge?</h3>
- Additivity of charges
- Conservation of charges
- Quantization of charges.
- Like charges repels and unlike charges attract.
- It's a scalar quantity.
Thus, from the above, we can conclude that, when a positively charged insulating rod is brought close to an object that is suspended by a string. If the object is repelled away from the rod, we can conclude that the object is positively charged.
Learn more about the electric charge and its fundamental properties here: brainly.com/question/28020194
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Answer:
1.2 Amps
Explanation:
<em>The question is incomplete, however, according to Ohm's law the current through a conductor between two points is directly proportional to the voltage across the two points.</em>
Given Data
Voltage= 4.4V
Resistance= 5.2 Ohms
V=IR---------------Ohms law
I= V/R
I= 5.2/4.4
I= 1.18
I= 1.2 Amps
Hence the current is 1.2 Amps
Answer:
115911.09915 J
Unchanged
Decreased
Explanation:
m = Mass of motorcycle = 180 kg
v = Velocity of motorcycle = 9 m/s
F = Force = 400 N
s = Displacement = 300 m
= Angle above the horizontal = 15°
Work done is given by

The work done is 115911.09915 J
It can be seen that the force applied is constant so it does not matter if the speed of the motorcycle changes.
Tension on the rope would be

Work done

So, the work done would be reduced.
Answer:
answer 1 is A, Answer 2 is A, Answer 3 is c
Because your mom's gravitational force is as only as big as earth.
*dab*