Question

varies inversely. suppose that when the current is 5 A, the resistance is 50 ohms. what is the resistance when the current is 2 A?

Answer 1

This law is known as Ohm's Law

`V=I*R`
where V is the voltage, I is the current, and R is the resistance
Science lesson aside, this is easy. In this case, voltage is constant.
First, if we multiply 5 A by 50 ohms, we get 250 V. That is our goal.
What can be multiplied by 2 to get to 250? 125. So the resistance is 125 ohms, given that the voltage is constant, and the current is 2 amperes

Answer 2

Current varies inversely with resistance :


`\text { Current = } \frac{k}{\text {resistence}}`

When Current = 5A, resistance = 50 ohm


`5 = (k)/(50)`


`k = 5 * 50`


`k = 250`

So the equation is :


`\boxed { \boxed {\text { Current = } \frac{250}{\text {resistence}} }}}`

When current = 2 A,


`2A = \frac{250}{\text {resistence}}`


`\text {resistence} = (250)/(2)`


`\text {resistence} = 125`

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Answer: When current is 2A, resistence is 125 ohms.
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