Tutors Answer Your Questions about Polynomials-and-rational-expressions (FREE)
Question 571074: Could someone give me an example or two. All this talk about rational expressions has me so lost. This is why I have yet to post my work on this topic. I understand that in math we learn about fractions I get them, my daughter tells me that a fraction is just a funny looking expressions and they are just tools for writing down that one number that is divided by another here is where I get lost even more. I believe that I am making it even harder than it is with all of the rules for working with fractions, I have been told a million times that they are basically all grounded in this math stuff, however I believe that with a little more time they will start to make sense I hope. If I am lost someone help me out please. From what I have learned so far a rational expressions is very much like a fraction, except they usually represent ratios of variable expressions, instead of just ratios of numbers. I believe that the rules for working with rational expressions are basically the same as the rules that I understand for fractions is this correct? I believe all this is even more confusing I hate that this is going to take some practice.
Click here to see answer by Edwin McCravy(8893)  |
Question 570916: What is the difference in these two questions and how do I do them?
Describe the mathematic process of canceling like factors when working with rational expressions. Demonstrate this with an example. And explain in your own words how factoring is used to solve quadratic equations. Demonstrate the process with an example. Please help this is late and I am so lost
Click here to see answer by richard1234(5390)  |
Question 570916: What is the difference in these two questions and how do I do them?
Describe the mathematic process of canceling like factors when working with rational expressions. Demonstrate this with an example. And explain in your own words how factoring is used to solve quadratic equations. Demonstrate the process with an example. Please help this is late and I am so lost
Click here to see answer by harsh.9119(1)  |
Question 572250: The Robertsons put a rectangular pool with a stone walkway around it in their backyard. The total length of the pool and walkway is 3 times the total width. The walkway is 2 feet wide all around.
a-write an expression for the area of the pool.
b-find the area of the pool when the total width is 10 feet.
c-find the area of the pool when the total width is 9 feet.
please answer a, b, and c!
Click here to see answer by nyc_function(2733)  |
Question 572842: solve the equation for y
(5/y-3)+ (10/y^2-y-6) = (y/y+2)]
(five over y-3) plus (10 over y squared minus y minus 6) equals (y over y+2)
1.Im not sure if i did it right, i found the least common denominator which is (y-3)(y+2) and multiplied to the missing part of the least common denominator to the top to get:
5(y+2)/(y-3)(y+2) - 10/(y-3)(y+2) = y(y-3)/(y+2)(y-3)
2.Then i combined like terms and simplified to get
5y+20/(y-3)(y+2) = (y^2)-3y/(y+2)(y-3)
3. My final answer was
5y(y+4)/ (y+2)(y-3)
Is it correct?
Click here to see answer by solver91311(16877)  |
Question 572842: solve the equation for y
(5/y-3)+ (10/y^2-y-6) = (y/y+2)]
(five over y-3) plus (10 over y squared minus y minus 6) equals (y over y+2)
1.Im not sure if i did it right, i found the least common denominator which is (y-3)(y+2) and multiplied to the missing part of the least common denominator to the top to get:
5(y+2)/(y-3)(y+2) - 10/(y-3)(y+2) = y(y-3)/(y+2)(y-3)
2.Then i combined like terms and simplified to get
5y+20/(y-3)(y+2) = (y^2)-3y/(y+2)(y-3)
3. My final answer was
5y(y+4)/ (y+2)(y-3)
Is it correct?
Click here to see answer by mananth(12270)  |
Question 574486: Identify the degree of each term of the polynomial and the degree of the polynomial.
-9x^3+6x^2+2x+2
The degree of the 1st term is _________
The degree of the 2nd term is _________
The degree of the 3rd term is _________
The degree of the 4th term is _________
The degree of the polynomial is _______
Click here to see answer by Edwin McCravy(8893)  |
Question 574604: 1. Describe two real-life examples where rational expressions are used on the job. For ideas, look in the textbook or online and look around you at work and see what strikes you as being similar in your own life. What examples do you see? Describe two of them in detail. Make sure to explain what, how, and why the specific rational expression was used.
Click here to see answer by richard1234(5390)  |
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23941..23985, 23986..24030, 24031..24075, 24076..24120, 24121..24165, 24166..24210, 24211..24255, 24256..24300, 24301..24345, 24346..24390, 24391..24435, 24436..24480, 24481..24525, 24526..24570, 24571..24615, 24616..24660, 24661..24705, 24706..24750, 24751..24795, 24796..24840, 24841..24885, 24886..24930, 24931..24975, 24976..25020, 25021..25065, 25066..25110, 25111..25155, 25156..25200, 25201..25245, 25246..25290, 25291..25335, 25336..25380, 25381..25425, 25426..25470, 25471..25515, 25516..25560, 25561..25605, 25606..25650, 25651..25695, 25696..25740, 25741..25785, 25786..25830, 25831..25875, 25876..25920, 25921..25965, 25966..26010, 26011..26055, 26056..26100, 26101..26145, 26146..26190, 26191..26235, 26236..26280, 26281..26325, 26326..26370, 26371..26415, 26416..26460, 26461..26505, 26506..26550, 26551..26595, 26596..26640, 26641..26685, 26686..26730, 26731..26775, 26776..26820, 26821..26865, 26866..26910, 26911..26955, 26956..27000, 27001..27045, 27046..27090, 27091..27135, 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