This item is taken from IGCSE Mathematics (0580) Paper 43 of October/November 2010.
To deal with this item, let us summarize the details of the problem:
(a) Syllabus area: Algebra
(b) Specific topic: The Quadratic Formula
(c) Formula Needed:
Let us take note that the given is a quadratic equation but it is not factorable. We can then find the solution(s) of the equation by using the quadratic formula.
Let us first identify the values of a, b and c for the quadratic formula.
We can now substitute the values of a, b and c in the formula:
At this point, we should not get the decimal value first of the square root of 17. Leave it as is.
We can now separate the solution into two, separating the "+"and "-" signs, then simplify.
Therefore, the solutions for the equation is x = -0.22 or x = -2.28.
*We should take note also that the complete working is required in this item. The most important part of it is the correct quadratic formula with correct values of a, b and c.
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Your comments and suggestions are welcome here. Write them in the comment box below.
Thank you and God bless!
To deal with this item, let us summarize the details of the problem:
(a) Syllabus area: Algebra
(b) Specific topic: The Quadratic Formula
(c) Formula Needed:
Let us take note that the given is a quadratic equation but it is not factorable. We can then find the solution(s) of the equation by using the quadratic formula.
Let us first identify the values of a, b and c for the quadratic formula.
We can now substitute the values of a, b and c in the formula:
At this point, we should not get the decimal value first of the square root of 17. Leave it as is.
We can now separate the solution into two, separating the "+"and "-" signs, then simplify.
Therefore, the solutions for the equation is x = -0.22 or x = -2.28.
*We should take note also that the complete working is required in this item. The most important part of it is the correct quadratic formula with correct values of a, b and c.
--------------------------------------------------------------------------------------------------------------
Your comments and suggestions are welcome here. Write them in the comment box below.
Thank you and God bless!
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