Answer:
To calculate the net electric flux through a cube placed in a uniform electric field, you can use Gauss's Law, which states that the electric flux (Φ) through a closed surface is equal to the electric field (E) times the surface area (A) and is also equal to the enclosed charge (Q) divided by the permittivity of free space (ε₀):
Φ = E * A = Q / ε₀
In this case, the cube has a side length of 1 meter, so its surface area (A) is 6 square meters (since there are 6 faces of a cube). The electric field (E) is given as 10⁴ N/C î, and there is no mention of any enclosed charge (Q) within the cube.
Now, calculate the electric flux:
Φ = E * A = (10⁴ N/C) * (6 m²) = 60,000 N m²/C
The unit of electric flux is N m²/C.
So, the net electric flux through the cube is 60,000 N m²/C, which is not one of the provided answer choices. However, if you convert this to the preferred unit of electric flux, which is N m² c⁻¹, you get:
60,000 N m²/C = 60,000 N m² c⁻¹
So, the answer closest to this value is (c) 5 x 10⁴ N m² c⁻¹.
Explanation:
Have great day!
The electromagnet can be adjusted for having different levels of magnetic fields by turning it on and off. Hence, option (D) is correct.
Electromagnets are made by winding a wire through a magnetic material such as a soft iron core making a coil and then passing an electric current through the coil thus making the soft iron core magnetic.
The characteristics of electromagnets are as follows -
Thus, we can conclude that the electromagnet can be adjusted for having different levels of magnetic fields by turning it on and off. Hence, option (D) is correct.
Learn more about the Electromagnets here:
D Electromagnets can easily be turned on and off.
Calculate the maximum height of the stone above the edge of the cliff.
The time taken by the stone to reach the maximum height above the cliff is and the maximum height reached by the stone above the cliff is .
Explanation:
Given:
The initial velocity of the stone is .
The height of the cliff is .
Concept:
As the stone is thrown upward from the top of the cliff, the stone will move under the action of the acceleration due to gravity. The speed of the stone will decrease as it moves up because the acceleration on the stone is acting in the direction opposite to its motion.
The speed of the stone at its maximum height will be zero where is comes to rest for a moment.
The time taken by the stone to reach the maximum height is given by:
Here, is the final velocity, is the initial velocity, is the acceleration and is the time taken by the stone.
Substitute the values in above expression.
The distance covered by the stone in reaching the maximum height is given by:
Here, is the distance covered by the stone.
Substitute the values in above expression.
Thus, The time taken by the stone to reach the maximum height above the cliff is and the maximum height reached by the stone above the cliff is .
Learn More:
1. Compare the three types of friction brainly.com/question/1800116
2. The scale reading if the cable breaks suddenly brainly.com/question/4852539
3. The height of bridge above water brainly.com/question/10664397
Answer Details:
Grade: Senior School
Subject: Physics
Chapter: Kinematics
Keywords:
stone, initial velocity, final, thrown, cliff, canyon floor, maximum height, zero, acceleration, gravity, time taken, distance.