Author Question: Two coils are placed near each other as shown in Figure OQ31.9. The coil on the left is connected to ... (Read 68 times)

audragclark

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Two coils are placed near each other as shown in Figure OQ31.9. The coil on the left is connected to a battery and a switch, and the coil on the right is connected to a resistor. What is the direction of the current in the resistor at an instant after the switch has then been thrown open?
 
Question 2

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 />
  1.left
  2.right
  3.the current is zero"



Dnite

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Answer to Question 1



Answer to Question 2

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audragclark

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Both answers were spot on, thank you once again




 

Did you know?

Hippocrates noted that blood separates into four differently colored liquids when removed from the body and examined: a pure red liquid mixed with white liquid material with a yellow-colored froth at the top and a black substance that settles underneath; he named these the four humors (for blood, phlegm, yellow bile, and black bile).

Did you know?

If you use artificial sweeteners, such as cyclamates, your eyes may be more sensitive to light. Other factors that will make your eyes more sensitive to light include use of antibiotics, oral contraceptives, hypertension medications, diuretics, and antidiabetic medications.

Did you know?

Approximately 15–25% of recognized pregnancies end in miscarriage. However, many miscarriages often occur before a woman even knows she is pregnant.

Did you know?

Children with strabismus (crossed eyes) can be treated. They are not able to outgrow this condition on their own, but with help, it can be more easily corrected at a younger age. It is important for infants to have eye examinations as early as possible in their development and then another at age 2 years.

Did you know?

It is difficult to obtain enough calcium without consuming milk or other dairy foods.

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