The watts that are consumed in a circuit that is having power factor of 0.2 and input is 100V at 4 ampheres is 80 watts.
Given that power factor is 0.2, input is 100V and electricity current be 4 amperes.
We are required to find the number of watts that are consumed in circuit.
An electric current is basically a stream of charged particles, such as electrons or ions, moving through an electrical conductor or space.
Power factor is basically the ratio of working power, measured in kilowatts , to apparent power, measured in kilovolt amperes.
Number of watts that are consumed will be=100*0.2*4
=80 watts
Hence the watts that are consumed in a circuit that is having power factor of 0.2 and input is 100V at 4 ampheres is 80 watts.
Learn more about electric current at brainly.com/question/1100341
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- <em>A solid is a sample of matter that retains its shape and density when not confined, A liquid is a sample of matter that conforms to the shape of a container in which it is held, and which acquires a defined surface in the presence of gravity.</em>
I hope this gives you some sort of assistance.
Reread the textbook just to make it better <em>(if you can quickly look through it)</em>
Anyways goodluck!
<h2 />
The version of the underlined text that best achieves the given goal is;
B; For instance
<h3>
Transitional Phrases</h3>
Transitional phrases are simply defined as phrases or words that are used to improve the flow of a piece of writing by relating one concept to another one
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From our definition of transitional phrases, it implies that two sentences are combined into a single sentence by use of transition phrases which easily connects sentences and paragraphs in such a manner that the ideas being passed are clear to understand.
Looking at the options below, the correct one that can be used a transitional phrase to show the relationship between the evidence in the sentence and the other ideas in the paragraph is Option B; For instance
The missing options are;
A) as it is now
B) for instance
C) conversely
D) In any event
E) To put it differently
Read more about Transitional Phrase at; brainly.com/question/20607847
