anyone know how to solve operations with rational expressions?
I am pretty sure I know, I will help if anyone else doesn't do so before me, and especially if you post a specific question (if any). Good luck...!
I don't have any specific question. its cause i need to know this for a dba and i dont know it. if you cangive me some example and explain t to me it would help me a lot
its hard to give an entire lesson if you don't have any prior knowledge to it but
simply put: addition/subtraction: rationalize denominator so that they have like denominators multiplication: multiply like normal divide: switch the second fraction (reciprocal) and multiply.
if you can look online for some practice problems, and run into one you don't know..i can help.
oh i think i understand...
it's kind of tricky. look up some problems i'd advise.
i will. but i think you cleared up my questions with your explanation thank you!
if i need anything can i tag you?
sure.
@dtan5457 can you help me with this: Identify the vertical asymptote of f(x)=4x+3
correct me if i'm wrong but that's a line that never stops. there should not be a vertical asymptote..
@Nnesha
and how would you find a horizontal asymptome? @dtan5457
there isn't one. that is a linear equation which all of domain and range is a possibility. an asymptote is a y or x value that the graph never touches
thanks. another question is (im not sure if its right), how to find the y of a polynomial @dtan5457
not sure what you mean by y. y intercept?
yes
and the x intercept too
oh wait. its how to find the x interept of a function
got it: To find the y-intercept(s) (the point where the graph crosses the y-axis), substitute in 0 for x and solve for y or f(x). To find the x-intercept(s) (the point where the graph crosses the x-axis – also known as zeros), substitute in 0 for y and solve for x.
how do you find the zeroes of a polynomial? @dtan5457
ex: f(x)=2x^4–10x^2+5x–12.
https://www.youtube.com/watch?v=rP-__zFngio that will explain it faster and more efficiently than i ever could. it's a long process.
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