another attempt at voltage drop

(set: $playername to (prompt: "What is your name","" ))  <script async src="https://www.googletagmanager.com/gtag/js?id=G-0VV8JJM9QZ"></script> <script> window.dataLayer = window.dataLayer || []; function gtag(){dataLayer.push(arguments);} gtag('js', new Date()); gtag('config', 'G-0VV8JJM9QZ'); </script> Lets get things started with ohms law. Are you ready $playername ? [[Yes]] or [[No]]

Good choice $playername Supposing we have Three resistors connected in series across a 240Volt supply. the resistors are 0.5 ohms 11 ohms and another 0.5 ohms What will be the current? <img alt="" 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100%; height: auto; /> [[21.8Amps]] [[20Amps]] [[Start again ->First slide]]

I'm sorry. If you don't wan to play this properly then you can piss off. [[Start again ->First slide]]

Well you fucked that up $playername Do you want to have another go? [[Yes]] [[Start again ->First slide]]

Although this is a three phase circuit, there are only two supply lines supplying this phase. Hit the back button and try again.

You are good at this. Let's look at one a little harder again. This time it's the same current but the load is star connected. What is the expected reading on the voltmeter connected across the one phase at the load? <img alt="" 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Gj8TWT63FpTwX0E0zOsEk9q6RzMgywViPQE+hAyM1s1xdrqH9seM0ub6z1K3isJJIdPifTpwrsw2tO0mzaARlVBPQknqAADWs/F+l3uoQ2sQudlxI8VvctAwhndM7lR+h+62Ox2nGatQ+INPuPEVxoUcjG+t4hLIuw7cfLwD0yA6Ej/aFcVplvePpPhXQ5NOvIbrR7wS3rtauIlSJZF3K+MOXJUgKSTu5xg1Hbab4itBpviSaxh8w37XlxBGsrXIiuCEdCoHOxPL4x/yyFAHoOo6gunQLIba7uCzbQltCZG9eccAcdTj86TSdUtda0yHULNnMEucb0KMCCVYEHkEEEH6VU8Rzxx6eIpJ9Ut0lODPptu0siY5/hRyAfXH4iqXgO3u7TwnBbXUEkIjlmWATJsleHzG2PIvZ2HJ9zzg8UAP0zxppeqNAscd3AbmBp7Y3EBQXCKMnYehIBBx1xWvpeoR6tpFlqMSMkd3Ak6K/UB1DAH35rjvCHha6i8OaReardXc11aWJW2s5YliFqXTawwFDFsfL8xPU8ZqnoWgyaH/AMIjc2OkSxznSJV1DCFXkk8qIqkrHnO4EDd0xgdMUAekUV5b4f095bu5kOmS6bb3Ohyx3YsNLmtSku5flG4kyyqC+GA55xnoGvp18/hlbK20uOLT7fU4TNLDpLoLyERcu9pkM+H2Zxw23IGBigD1Siub8FWK2GkXCxzySRS3TyopsXtEjBC5VI35C5yfTLHFdJQAVg+ILzUo9Q0mw025gtnvJZA8ssBlwFjLYC7l6ketb1c/rP8AyNXhr/rrcf8AolqAKn/CO+Iv7Y/tP/hI7Pz/ALP9nx/Zh27d27/nr1zV3w/ealJqOr2GpXMFy9nLGEligMWQ0YbBG5u59a10vbWScQJcwtMwYiMSAsQDgnHseDWNo3/I1eJf+utv/wCiVoA6CiiigDn/AAt+7fXLU8PBqsxI9PMCyj9JBV/XNas/D+lS6heuRGmAqqMtI54VVHdieAKo61ot5JLc3mkSxpPcwiG5hkkaNZgM7WEigmN1yfm2sCOCDgEedWg8STeNbHTfFFvDI2nwbrPNx8so6GXp87gcY47n6Y16vsqbqWvYqMeZ2Nu3gunebxNrssMF+y/uUmOY7KM9FHPLkdT+A9S6KaTUNUXUtLs59pi8sz3ErRQyLnIIj5LdODgdR71T8Rr5XinSLzVFaTQ443VuMpFcEja8g9MZAPYntnnbl037fKZp7+ea1fBjhicJHjjqV5b8+5r5SrUc37Sbu3/VjujFLRdDOvvEEmgzq2qzWklo74eSF8PBnplOpXPf3qy9pZeJNPgvUElvN/rLe6i+WWM9mDDqOB7EVoRWdhY2zhbeCG3CHzPkAG3HOT34Heub+HolPhiBjK627SzyW8TL0haRjHyeelQmlH2kNGmtfvH1szRl8V6xYxiw1HTZbzVEwLSS2jYQ3THgOzA4TH8Sn8M5FY+naFcazqNxon2ppTM/n+INQTjex6W6eg7Y7DPUk1uyXV5rV3JpWhOAyHbdX+Mx2/qq/wB5/YdPzx1+jaNZ6FpsdjZRlY15ZmOWkY9WY9yf88V9BhfbYmMZ11ZL8X3ZyT5YNqJat7eG0to7e3jWOGJQiIowFA6CipaK9QxCiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKoXGuaTZ3At7nVLKCYnAjluEVvyJzV5WV1DKQVIyCDwRQByeqeG7qxvptV0BULTHddWDHak5/vIf4X/Q9/WszGleJojHNG6XVueUbMdxbN6juPr0P516BWJr3hq11sRzrI9pqEP8AqLyHh09j/eX2Nedi8vjWfPB2kbU6rjo9jBgtdUtkMX9oQ3CD7jzwneB7lSA35VnXFvbaNenWtTmkv9Sk/cWkUacjP/LOJPX1J7DJ71HrOr6/oItIr3TZJpvtSRb7SPdFdhsooBP+rYuyHB9CM11+heHmtJjqepslxq0i7Sy/ct0/55x56D1bqx68YA8zD5bWnNqpouv/AADadaKWhn6J4aubu6TWPEQR7hfmtrEHMdr7n+8/v27d66+iivoadONOKhBWRyNtu7CiiirEFFFFABRRRQAUUUUAFFFFABRRRQBF9pg+1G186P7QE8wxbhv25xux1xnjNS1w2qQ3tz8TJYrLVl01/wCxFdpREsjYEz9A3GATzx+XWqVx4q1XUPDthdWd3c2+pNpJv5be2tYmXH992lIAQkHCqd2KAPQlnhe4kt1ljM0aqzxhhuUNnaSOoB2tj1wfSpK4D+1nivtc1N7hrWWXS9MbfDD5rB3eYBVQ9SS2BnjJGahfX/EUNpPZm7ZLtNbtbFJrq3iMixSqjHesZKE/McYI4x0NAHotFcLPrur2FvqGmtfefdR6vbafFfSQoGRJlibcUACkrvYDoOmR6yave6/Yajp2iW93e3kk8dxO9zbQWyzYQxhUxIyx/wDLTJIGcAcDk0AdtUCXtpJZfbUuoWtQhfzxICm0dTu6Y461x8WpeJb270rSbudNHvTp8t3dSiOOXeyOqKuMlQCG3Ngk8gAjrVXRc/8ACiXyQT/ZFxkgYB+V6AO/jkSWNZI3V0YBlZTkEHoQadXAW+oateR3FpZaommQ6VpNtMGMKSec7ozZcsOEAQDAweTzVbVfF+qPpKanYXE8dxb6bbX11aJbRGCMyDdtkeQhzkZACcjGeTQB6JPPDa28lxcSxwwxqWeSRgqqB1JJ4AqSvNvG97qV/pfjGJNTitbPTYFh+zGJW87fErksx5BO/auCOV5z0r0mgArn9Z/5Grw1/wBdbj/0S1dBXP6z/wAjV4a/663H/olqAOc8KXOj3V/pkFhaadbPCqSgreo0sg8h1UbQmS4DNvHy4Pdua6PRv+Rq8S/9dbf/ANErXQVz+jf8jV4l/wCutv8A+iVoA6Ciis/Utd0jR9v9p6pZ2Zf7guJ1Qt9ATk/hQBoVla7oFrr1okcxaKeFt9vcx8PC/qD/ADHepNN1/R9ZZ103VLO7dBl0gmV2T6gHI/GtGk0mrMDgnvbrS5RYeIoo18z5EvVX9xPnjDf3GPTB4yeOopI9ENhN5mk3bWsbHc1sy+ZC2ecgZyv4HufWu5ubaC8tpLa5hSaGRSrxuuVYHqCK4yfQ9T8NMW0tZNS0rOTaFsz2/wD1zJ+8v+yefzNeHi8rcbzw/wB3+R00619JkGo6PPq8P2e/vwtl1lht08vzR6MxJIXr0xUVlBdeKitrpZax8PxfI13GNrXAHG2H0Xtv/Lsai8KWl94x0qI6sJU0y3ZoJhIux9QkjYqxYfwpleV4ycjoOfR0RY0VEUKijCqowAKvBZa1adfpsv1YqlbpEgsLC00yyjs7K3SC3jGEjQYAqzRRXtHOFFFFABUAvbVrVrpbmE267t0wkGwbSQ2T04IOfTFc54210aXbWlh589r/AGg7JJeRRO5giUDeRtBO85CrxwTn+GvP9JvUu/AXhfSdLiimj/tySCWK7DpFjdPJGG3AbxkK2B1KgdaAPYra/s7y1+1Wt3BPbc/vopAycdeRxRZ39nqMHn2N3BdQ5K+ZBIHXI7ZHFea3i/utd0m+tbSC4fVNN+3zWO9IbmGWVFyUYnYdqlW55GOea6ext4rL4lX8NpCkME2lQTSpGgVWkEsihjjvtGPoPagDpo7mCaaaGKeN5YSBKiuC0ZIyAw7ZHPNKlxDLLLFHNG8kRAkRWBKEjIyO2RzXKanPD4Z8bJq07iLT9TtGhun2gKs0KtIjE+8fmj/gIrMsZtUttP0eCKX7FqXie+lu7m4MYkNuvltIEUNxuCKicggYPBoA76a4htwhmmjjDuI03sBuY9AM9SfSpMg9DXmmp6hftfpouoXQvH07XdOMd1sVGdJDuAdVwNwIPQDIIOKZZNr2m6BcGwv7y6MmuXizeTDAZ1jWWYs0SMArMWCkg5wM4FAHp1FYHhDVW1bRWkkvZLueGd4ZWmtTbyowOdsiHGHAIyQAD2rfoAKK8X0K8udA+HU9neTSSabq+m3UllNI3EFxsctDn0bBdffcPSvWdD/5F/Tf+vWL/wBAFAF+isXVNWvodUg0zS7S2nunge4Y3U7RIEVlXAKqxJJYdsD8gfP7v4hjxnYNaabqFr4esZUHm3t9Nmdj1KxxowwOxZmGQTgd6AO71bxXZad58Vvtu7iAfvsSiOK3/wCu0p+VO3HLHspqrp9veeLLCHUNWa6srOZdyaXE5jO3/pq4wzE/3QQuDghutY+k3ngqwEEl1r2nXU8BzCo2xwW5/wCmUQ4U9fmOW5PzV0P/AAnPhb/oPWP/AH9FAF+30DRrS3NvbaTYwwkYKR26Kp+oArPm04eG917o9sRYg7rrT4V+Xb3kiQdHHUqPvc8bsGl/4Tnwt/0HrH/v6KP+E58Lf9B6x/7+igDcgnhureO4t5ElhkUOjochgehBqSuCm8T6Npk8lzoev6W8UjF5dPnn2oWPJaNwDsJ6kYKk8/KSSW/8LY0ojYtlN5/TDXdsIwfXf5p4+gJ9u1AG/wCIv9L1LQ9LTlpLwXcg/uxQjfu/7+eUP+BV0FcVpXifw9Dcz6jqPiHTZNRuFCHypfkhjHIjTPJGSSWOCxPQAADV/wCE58Lf9B6x/wC/ooA6Ciuf/wCE58Lf9B6x/wC/oo/4Tnwt/wBB6x/7+igDoKK5/wD4Tnwt/wBB6x/7+ij/AITnwt/0HrH/AL+igDoKOgya5/8A4Tnwt/0HrH/v6KZN448LmCQDXbEkqf8AlqPSgCQ+OvCAJB8VaGCOoOoRf/FUn/Cd+D/+hr0P/wAGMP8A8VVXQ72Sw+GWgzwhDIdPso0Mn3VLrGgZsfwjdk8jgHkVb/tHWZvD081pDBPqUV00ACJ8jqs2xmCtIvIQMcF+oxmgBP8AhO/B/wD0Neh/+DGH/wCKo/4Tvwf/ANDXof8A4MYf/iqbPqlze2uhC1ujBHqJzJeJEoIxGWCqr7gpYjvuwARycGr3h+8ub3SRJdMryJNL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100%; height: auto; /> [[254 Volts]]

That was a really good answer. You would be amazed at how many people fuck that up. So lets go for something a little more challenging. In this one we don't know the resistance of the resistors in the delta connected circuit, but we do know the resistance of the line conductors, and the current. What voltage would you expect to read on the voltmeter? <img alt="" 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"max-width: 100%; height: auto; /> [[430 Volts]] [[440 Volts]] or [[460 Volts]]

You will need to take into account the voltage drop in each of the supply lines. The voltmeter that is across one phase on the load has two lines with 0.5 ohms in each line carrying 20A so using ohms law we see that there will be 10Volts dropped in each line. Have anothe go. <img alt="" 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100%; height: auto; /> [[440 Volts]] [[430 Volts]]

You must be very pleased with how this is going $playername. Would you like someting harder? [[ Oh yeah Give it to me baby. I'm just getting started.]] [[NO. My brain is cooked]]

I thought we were just starting to have fun. Are you sure that you want to leave? [[END]]

Click [[Here]]

I can't believe that you just clicked that button instead of just closing the browser. I guess that you are not sure that you really want to go. If you do want to exit just click [[Here]]

You are clearly brocken my friend. For a special parting goodbye click this [[text]]

Fuck off $playername I 'm over this. [[Start again ->First slide]] Here's the bug reporting form. Please fill it out and submit your bug report. <<iframe "<iframe src="https://docs.google.com/forms/d/e/1FAIpQLSfZiIHGRq_P7xg-HZjMdUc0dsWZaEe_SCIG6fJevX5ftAFLkw/viewform?embedded=true" width="640" height="427" frameborder="0" marginheight="0" marginwidth="0">Loading…</iframe> [[Continue]]

(text-colour:yellow)[[Fix this page]]