Rewrite the following equation as a function of x 680x+10y-1000=0

Some latter school question and answer asked students to say what they presume is the main important element for a student to do to be able to gain success. Of the many comments, the one that that stood out was practice. Successful people aren’t born successful; they become successful via hard work and persistence. If you wish to complete your goals, keep this in mind! These are are one of the answer and question example that you could simply implement to practice and further enhance your practical knowledge and also give you insights that may assist you to keep up your study in school.


Rewrite the following equation as a function of x 680x+10y-1000=0


We want to rewrite the given expression as a function of x.

We will get: y = f(x) = 68*x + 100

Remember that a general function is something of the form:

y = f(x).

So what we need to do is just isolate y in one side of the given expression.

We start with:

680*x + 10*y – 1000 = 0

Now we need to isolate y:

680*x + 10*y = 1000

10*y = 680*x + 1000

y = (680*x)/10 + 1000/10

y = 68*x + 100

So we have:

y = f(x) = 68*x + 100

This is the function of x that we wanted.

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They will be able to hopefully guide the student take care of the question by applying the questions and answer examples. Then would probably carry out some sharing in a group discussion and also learning with the classmate regarding the topic, so another student also experience some enlightenment and still keeps up the school learning.

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