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Mathematics 21 Online
OpenStudy (markchernioglo):

You are taking a test on quadratic equations and you can't decide which method would be the fastest way to solve a particular problem. How could looking at a graph of the equation on a calculator help you decide which method to use?

OpenStudy (markchernioglo):

@mathmale please help me

OpenStudy (markchernioglo):

@triciaal may you please help

OpenStudy (markchernioglo):

@ganeshie8

OpenStudy (markchernioglo):

I am guessing to look at x-axis and if its whole number you can use all methods easily, but if its not a whole number I would have to use some method?

OpenStudy (markchernioglo):

*specific method

OpenStudy (markchernioglo):

I am not sure which though.

ganeshie8 (ganeshie8):

If it cuts the x axis at whole numbers, then `factoring` may be the fastest method

OpenStudy (markchernioglo):

Oh wow your so good at this.

OpenStudy (markchernioglo):

May I ask more?

ganeshie8 (ganeshie8):

If it doesn't cut the x axis at all, you may use completing the square or quadratic formula

OpenStudy (markchernioglo):

Yup, or the perfect square if its perfect.

ganeshie8 (ganeshie8):

If it cuts the x axis at non-whole numbers, factoring may not be the best idea

OpenStudy (markchernioglo):

alrighty that makes sense. :)

OpenStudy (markchernioglo):

How should you determine a method for solving a quadratic equation?

ganeshie8 (ganeshie8):

However, factoring works perfectly fine for rational roots

OpenStudy (markchernioglo):

yea

OpenStudy (markchernioglo):

by graphing?

ganeshie8 (ganeshie8):

If I just have a quadratic equation and no graph, I'd just try to factor it first. If factoring doesn't work, I use the quadratic formula.

OpenStudy (markchernioglo):

Aha that makes sense!

OpenStudy (markchernioglo):

may you help me on some equations I need answered step by step so that I can do the rest?

ganeshie8 (ganeshie8):

I'll try, post

OpenStudy (triciaal):

know your numbers factor first when possible

OpenStudy (markchernioglo):

yup

OpenStudy (markchernioglo):

I got the basics I think

OpenStudy (markchernioglo):

Ok 2(x+2)^2-5=3

OpenStudy (markchernioglo):

I added 5 to the right

OpenStudy (markchernioglo):

then I divided the two over to the right side.

OpenStudy (markchernioglo):

then I rooted both numbers

OpenStudy (markchernioglo):

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