A solenoid 3.0 cm long consists of 14,000 loops of wire. If the magnetic field inside...
A solenoid 3.0 cm long consists of 14,000 loops of wire. If the magnetic field inside the solenoid is 3.0 T, what is the magnitude of the current that flows through it? Group of answer choices
5.1 A
34 A
9.3 A
2.7 A
Homework Answers
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A solenoid 3.0 cm long consists of 14,000 loops of wire. If the
magnetic field inside...
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. What are the magnitude and direction of the magnetic field inside the solenoid of 39 loops of wire in its 4.1 cm length that has a current passing through of 0.679 A?
The magnetic field inside of a solenoid has a magnitude of 0.3 T. The solenoid is...
The magnetic field inside of a solenoid has a magnitude of 0.3 T. The solenoid is 2 cm long made up of 300 loops of wire. 1592.35 A 0.06 A 4.77 A 15.92 A The magnetic field lines around a bar magnet go from north to south. True False
The magnetic field inside an air-filled solenoid 31 cm long and 3.0 cm in diameter is...
The magnetic field inside an air-filled solenoid 31 cm long and 3.0 cm in diameter is 0.78 T. Approximately how much energy is stored in this field? Express your answer to two significant figures and include the appropriate units.
A solenoid 4.6 cm long consists of 2600 turns of wire with a radius of 9.0...
A solenoid 4.6 cm long consists of 2600 turns of wire with a radius of 9.0 cm. If the solenoid carries a current of 9.0 A find the magnitude of the magnetic field within the solenoid. THE ANSWER SHOULD BE: 0.641 T (please give a detailed description of how you got there)
PLEASE ANSWER ALL PARTS a. A circular coil of wire with 7 loops and a radius...
PLEASE ANSWER ALL PARTS a. A circular coil of wire with 7 loops and a radius of 0.041 m is placed inside a solenoid. The coil is aligned so that the normal to the coil is parallel to the magnetic field in the solenoid. The solenoid consists of 40000 loops of wire and is 0.18 m long. Initially a current of 0.5 A runs through the solenoid. The current is increased to 4.5 A over a period of 4.1 s....
A long solenoid has a 60 cm length, with 3000 circular turns. The diameter of each...
A long solenoid has a 60 cm length, with 3000 circular turns.
The diameter of each circular turn is 2cm. When the current travels
through the solenoid, a .35 Tesla field is created inside.
A. How much current is traveling through this solenoid?
B. The diameter of this solenoid is decreased to 1cm. Using the
current in Part A, what is the magnetic field magnitude now?
C. If this solenoid is created by a fixed length of wire, so
that...
5) A solenoid comprises 500,000 turns of wire and is 10 cm long and 1.0 cm...
5) A solenoid comprises 500,000 turns of wire and is 10 cm long
and 1.0 cm in radius.
a) Find the resultant magnetic field inside the coil if a current
of 1 μA flows through the wire.
b) How would this change if the core is filled with mumetal (μ =
300 μ0 ).
6) The solenoid of Q5 is placed in a region where the perpendicular
magnetic field strength is varying sinusoidally by 20 μT at a rate
of...
A long solenoid consists of 1900 turns and has a length of 0.65 m. The current...
A long solenoid consists of 1900 turns and has a length of 0.65 m. The current in the wire is 0.41 A. What is the magnitude of the magnetic field inside the solenoid? Submit Answer Tries 0/10 A small diameter, 61 cm long solenoid has 248 turns and is connected in series with a resistor and battery. The size of the magnetic field inside the solenoid is 2.424E-4 T when a voltage of 65.0 V is applied to the circuit....
A solenoid is 22 cm long, has 190 loops, and carries a current of 3 A....
A solenoid is 22 cm long, has 190 loops, and carries a current of 3 A. A particle with a charge of 16 μC is moving at 1100 m/sec through the interior of the solenoid at a angle of 12.5o to the solenoid's axis. 1) What is the magnetic field inside the solenoid? B = 2) What is force exerted on the charge particle by the magnetic field? F =
A long copper wire is wound around a hollow cardboard cylinder to create a solenoid of...
A long copper wire is wound around a hollow cardboard cylinder to create a solenoid of length 25.8 cm. When 4 A of current flows through the coil, a magnetic field of magnitude 2.25 mT is detected at the center of solenoid. Use this information to determine the number of turns (or loops) of the solenoid. Number of Turus: Enter an integer or decimal number more..
The magnetic field inside of a solenoid has a magnitude of 0.3 T. The solenoid is 2 cm long made up of 300 loops of wire. 1592.35 A 0.06 A 4.77 A 15.92 A The magnetic field lines around a bar magnet go from north to south. True False
A long solenoid has a 60 cm length, with 3000 circular turns.
The diameter of each circular turn is 2cm. When the current travels
through the solenoid, a .35 Tesla field is created inside.
A. How much current is traveling through this solenoid?
B. The diameter of this solenoid is decreased to 1cm. Using the
current in Part A, what is the magnetic field magnitude now?
C. If this solenoid is created by a fixed length of wire, so
that...
5) A solenoid comprises 500,000 turns of wire and is 10 cm long
and 1.0 cm in radius.
a) Find the resultant magnetic field inside the coil if a current
of 1 μA flows through the wire.
b) How would this change if the core is filled with mumetal (μ =
300 μ0 ).
6) The solenoid of Q5 is placed in a region where the perpendicular
magnetic field strength is varying sinusoidally by 20 μT at a rate
of...
A long solenoid consists of 1900 turns and has a length of 0.65 m. The current in the wire is 0.41 A. What is the magnitude of the magnetic field inside the solenoid? Submit Answer Tries 0/10 A small diameter, 61 cm long solenoid has 248 turns and is connected in series with a resistor and battery. The size of the magnetic field inside the solenoid is 2.424E-4 T when a voltage of 65.0 V is applied to the circuit....
A long copper wire is wound around a hollow cardboard cylinder to create a solenoid of length 25.8 cm. When 4 A of current flows through the coil, a magnetic field of magnitude 2.25 mT is detected at the center of solenoid. Use this information to determine the number of turns (or loops) of the solenoid. Number of Turus: Enter an integer or decimal number more..
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