The expression $x^2-k^2$ where $k$ is a constant is equivalent to the expression $(x+a)(x-b)$ where $a$ and $b$ are constants. What is the value of $a-b$?
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Welcome to Math.SE! Questions are typically better received if you include some of your working or attempts on the problem - it allows people here to help you more effectively. – B. Mehta Apr 12 '18 at 01:53
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1Do you know how to factor a difference of squares? – Vasili Apr 12 '18 at 01:54
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4For $(x+a)(x-b)=x^2+(a-b)x-ab$ to be equivalent to $x^2-k^2=x^2+0x-k^2$, their coefficients must be the same. – Apr 12 '18 at 01:54
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Hint
$$x^2 -k^2 = x^2 + 0x - k^2$$
Can you take this from here? Also take note of fourRightRotation's hint.
WaveX
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