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liq [111]
2 years ago
10

2. Explain why the light bulb isn't lighting up in the circuit pictured on the right.

Physics
1 answer:
MArishka [77]2 years ago
7 0

We have that these are some <em>reasons</em> why the light bulb isn't lighting up in a circuit

  • The Power Requirements to light .Not energy change can light up a bulb.
  • As well as poor connection ,the connections might be out at a <em>node </em>thereby removing power from the source.

<h3>Electricity </h3>

Generally, there are a series of reason why light bulbs may not light up i n a circuit system.

The power requirements to light up the bulb; not energy change can light up a bulb.

As well as poor connection ,the connections might be out at a <em>node </em>thereby removing power from the source.

For more information on Electricity visit

brainly.com/question/9383604

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You need to design a 60.0-Hz ac generator that has a maximum emf of 5200 V. The generator is to contain a 180-turn coil that has
OlgaM077 [116]

Answer:

0.082 T

Explanation:

Given:

Frequency of the generator (f) = 60.0 Hz

Maximum emf of the generator (E) = 5200 V

Number of turns (N) = 180

Area per turn (A) = 0.94 m²

Magnetic field magnitude (B) = ?

We know that, the angular frequency of the generator is given as:

\omega=2\pi f

Plug in the value of 'f' and solve for 'ω'. This gives,

\omega=2\pi\times 60.0=120\pi\ rad/s

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E=NAB\omega

Rewriting in terms of magnetic field, 'B', we get:

B=\frac{E}{NA \omega}

Plug in the given values and solve for 'B'. This gives,

B=\frac{5200\ V}{180\times 0.94\ m^2\times 120\pi\ rad/s}\\\\B=\frac{5200\ V}{63786.897}\\\\B=0.082\ T

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8 0
4 years ago
The guy wires AB and AC are attached to the top of the transmission tower. The tension in cable AB is 9.1 kN. Determine the requ
Oksana_A [137]

Answer:

 T_ac = 6.586 KN

R = 10.51 KN

Explanation:

Given:

- Tension in cable T_ab = 9.1 KN

Find:

- Determine the required tension T in cable AC such that the net effect of the two cables is a downward force at point A

- Determine the magnitude R of this downward force.

Solution:

- Compute the three angles as shown in figure attached, a, B , y:

                                 a = arctan (40/50) = 38.36 degrees

                                 B = arctan (50/30) = 59.04 degrees

                                 y = 180 - 38.36 = 82.6 degrees

- Use cosine rule to calculate R and F_ac as follows:

                                 sin(a) / T_ac = sin(B) / T_ab = sin(y) / R

                                 sin(38.36) / T_ac = sin(59.04) / 9.1 = sin(82.06) / R

                                 T_ac = 9.1 * ( sin(38.36) / sin(59.04) )

                                T_ac = 6.586 KN

                                 R = 9.1 * ( sin(82.06) / sin(59.04) )

                                 R = 10.51 KN

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4 years ago
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