Which of the following statements is true about the circuit shown? I subscript 1 greater than I subscript 3 greater than I subscript 2 I subscript 1 equals I subscript 2 equals I subscript 3 I subscript 2 greater than I subscript 3 greater than I subscript 1 I subscript 1 greater than I subscript 2 greater than I subscript 3
Not a clue @Shadow
what is subscript, lol
\(l_1\)
It's an I?
No, its the small character next to the letter
I subscript 1 is \(l_1\)
Sounds like it's referring to current
Which isn't constant in this parallel system with the three pathways.
Unlike in a series circuit
To make this easier,
Yea, each one has a different resistance, but I'm not sure which one is l1/l2/l3
Which is what tripped me up here
\ Less resistance = more current
That bug again
\[I_{1} = \frac{ V_{1} }{ R_{1} }\]
For some reason, when I put a subscript on it, poof doesn't happen.
But you can imagine how annoying it was for my physics study guide on Ohms Law until I figured that out ._.
So wait, is it \(l_2\)?
(I meant for the middle)
so, \(l_1 \gt l_3 \gt l_2\)?
\[I_{1} = \frac{ 12 }{ 2 } = 6 A\] \[I_{2} = \frac{ 12 }{ 8} = 1.5 A\] \[I_{3} = \frac{ 12 }{ 5 } = 2.4 A\]
Wait, does r1 = l1? I have no idea what is what here
@Shadow after thinking here... was I right?
What do you think the answer is?
\(\color{#0cbb34}{\text{Originally Posted by}}\) @InTheSea so, \(l_1 \gt l_3 \gt l_2\)? \(\color{#0cbb34}{\text{End of Quote}}\)
yes
Sorry I'm kind of distracted ._.
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