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Any math wizards


Maxito

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I got the following:

(162x^3)-(432x^2)+(900x)-375

It probably can be factored but I'm too lazy for that now...:D But it looks like I'm way off the answer. I forgot what method you can use for the cube.

That's what I got, too. It's got to be the right answer. It's not that difficult of a problem, the numbers are just fairly large.

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I am having difficulty with this math problem

9x(3x-5)^2 + 3(3x-5)^3

I been getting different answers for this question

is

18x2 + 3x+35 the right answer

2 means squared

X is a variable

What is the problem? Do you have to expand? Its not an equation, so you can't be solving for x. What is it you are trying to do, exactly?

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Poker Packer has the right answer. There needs to be a cube because of the ^3rd power in the second half of the problem, so the initial answer you thought was right is incorrect.

I am not sure if it can be broken down and factored any more.

According to this factor calculator, it can not

http://www.algebrahelp.com/calculators/expression/factoring/

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Paging Ignatius J and DjTj...
9x(3x-5)^2 + 3(3x-5)^3

9x(9x^2-30x+25) + 3(27x^3-135x^2+225x-125)

81x^3-270x^2+225x + 81x^3-405x^2+675x-375

162x^3 - 675x^2 + 900x - 375

...That's the same as what PokerPacker got - you can factor out a 3 like he did also.

Usually when math problems come out like this, I check to make sure I didn't copy the problem out of the book wrong, and then I just get pissed at the teacher for assigning such a ridiculous problem.

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Poker Packer has the right answer. There needs to be a cube because of the ^3rd power in the second half of the problem, so the initial answer you thought was right is incorrect.

I am not sure if it can be broken down and factored any more.

According to this factor calculator, it can not

http://www.algebrahelp.com/calculators/expression/factoring/

It can but not into nice integers. The roots of the cubic function are 5/3 and 5/6.

You have to graph the function and find the roots. 5/6 is one root. The graph curves and meets at 5/3 so (X-5/3)^2 is the other 2.

You can use synthetic division if you want but its easier to see that the whole thing is multiplied by 54. (54X^3 - 225X^2 + 300X - 125)

So you have:

3 * 54 * (X - 5/3)^2 * (X - 5/6)

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