Question

Which statement best explains the relationship between current, voltage, and resistance?

If we increase the amount of voltage applied, and do not change the resistance, this will result in a decrease in current.

If we decrease the current applied, and do not change the resistance, we increase the voltage.

If we increase the amount of voltage applied, and do not change the resistance, we will also increase the current.

If we decrease the amount of current, this will not affect the amount of voltage, only the amount of resistance.

Answer 1

I think the answer is from Ohm's Law.

Answer 2

what is the handy dandy formula for .... yeah ohms law

Answer 3

V = IR

Answer 4

Is amperage another word for current?

Answer 5

yes

Answer 6

ok then i think the answer is the third option?

Answer 7

if R is constant, V and I increase

assume R = 1, the V = I

Answer 8

wait wait. i think im wrong. let me try again

Answer 9

is it the first option?

Answer 10

lets say R = 1, and V = 2 therefore I = 2

2v = 2i

what happens when we increase one side? what happens to keep things equal?

Answer 11

the other side is the same?

Answer 12

the other side increases

Answer 13

3rd option is fine

Answer 14

If we increase the amount of voltage applied,

and do not change the resistance,

we will also increase the current.

Answer 15

ok now i understand. it is actually hard to keep track when you have to scroll up and down bcuz then i lose my train of thought. thank you so much!

Answer 16

:) yw