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Elementary Linear Algebra with Applications Howard Anton 9th Ed WILEY

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작성일 21-04-07 14:45

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, Elementary Linear Algebra with Applications Howard Anton 9th Ed WILEY기타솔루션 , Elementary Linear Algebra with Applications Howard Anton 9th Ed WILEY


7. Since each of the three given points must satisfy the equation of the curve, we have the
system of equations
ax2
1 + bx1 + c = y1
ax2
2 + bx2 + c = y2
ax2
3 + bx3 + c = y3
If we consider this to be a system of equations in the three unknowns a, b, and c, the
augmented matrix is clearly the one given in the exercise.
9. The solutions of x1 + kx2 = c are x1 = c kt, x2 = t where t is any real number. If these
satisfy x1 + x2 = d, then c kt + t = d, or ( k)t = d c for all real numbers t. In
particular, if t = 0, then d = c, and if t = 1, then = k.
11. If x y = 3, then 2x 2y = 6. Therefore, the equatio…(drop)



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Elementary Linear Algebra with Applications Howard Anton 9th Ed WILEY

Elementary Linear Algebra with Applications Howard Anton 9th Ed WILEY입니다.
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Elementary Linear Algebra with Applications Howard Anton 9th Ed WILEY입니다.
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