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Solving a quadratic equation by completing the square

 
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steve



Joined: 05 Nov 2006
Posts: 13

PostPosted: November 7, 2006 9:31 PM    Post subject: Solving a quadratic equation by completing the square Reply with quote

Here's the equation 2x^2-2x+7=0 My 89 keeps telling me false as the answer. I'm trying to use the solve program with a , x after the 0 then closing the brackets. That's not working. Any suggestions?
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rockvee



Joined: 24 Sep 2006
Posts: 45
Location: London, Ontario

PostPosted: November 7, 2006 10:23 PM    Post subject: Reply with quote

you need solve() function to solve equation. Either type it or it's under algebra menu. It should be solve(2x^2-2x+7=0,x).

I am not sure what you mean by "completing the square"....the calculator just solve it....
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baseballdude_



Joined: 20 Sep 2006
Posts: 76
Location: Wisconsin

PostPosted: November 7, 2006 10:28 PM    Post subject: Reply with quote

rockvee wrote:
you need solve() function to solve equation. Either type it or it's under algebra menu. It should be solve(2x^2-2x+7=0,x).

I am not sure what you mean by "completing the square"....the calculator just solve it....

Completing the square is a method of solving a quadratic equation algebraically.
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bostonvaulter



Joined: 13 Oct 2006
Posts: 43
Location: USA

PostPosted: November 8, 2006 1:40 AM    Post subject: Reply with quote

I believe that it's giving false because there are no answers in the real number set. This is because when you use the quadratic equation, the term that goes under the square root, b^2-4ac is negative.
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rockvee



Joined: 24 Sep 2006
Posts: 45
Location: London, Ontario

PostPosted: November 8, 2006 2:26 PM    Post subject: Reply with quote

baseballdude_ wrote:
rockvee wrote:
you need solve() function to solve equation. Either type it or it's under algebra menu. It should be solve(2x^2-2x+7=0,x).

I am not sure what you mean by "completing the square"....the calculator just solve it....

Completing the square is a method of solving a quadratic equation algebraically.



I know that...but i am not sure if the calculator complete the square or using the quadratic formula Wink
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