If a coil has 194 layers and 215 turns per layer, how many total turns does it have?

Prepare for the Get Wired 101 exam. Utilize flashcards and multiple choice questions, each with hints and detailed answers. Get ready for your exam success!

Multiple Choice

If a coil has 194 layers and 215 turns per layer, how many total turns does it have?

Explanation:
Total turns come from multiplying how many layers there are by how many turns each layer contains. With 194 layers and 215 turns per layer, multiply 194 by 215. Compute: 215 × 200 = 43,000 and 215 × 6 = 1,290, so 43,000 − 1,290 = 41,710. So the coil has 41,710 turns in total.

Total turns come from multiplying how many layers there are by how many turns each layer contains. With 194 layers and 215 turns per layer, multiply 194 by 215.

Compute: 215 × 200 = 43,000 and 215 × 6 = 1,290, so 43,000 − 1,290 = 41,710.

So the coil has 41,710 turns in total.

Subscribe

Get the latest from Passetra

You can unsubscribe at any time. Read our privacy policy