11 X x2 1. Using the properties of determinants, show that 1 y y2 = (x - y) - 2)(z- 1 22 Z x). Ob-a c-al 2. If A = a - b
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11 X x2 1. Using the properties of determinants, show that 1 y y2 = (x - y) - 2)(z- 1 22 Z x). Ob-a c-al 2. If A = a - b
11 X x2 1. Using the properties of determinants, show that 1 y y2 = (x - y) - 2)(z- 1 22 Z x). Ob-a c-al 2. If A = a - b 0 c-b, then show that A is equal to zero Ta-c b-c 0 lytz 2 у 3. Using the properties of determinants, show that z z + x * = 4xyz у x + yl xty ytz z+x1 4. Using the properties of determinants, show that Z x y = 0 1 1 1 X a x + al 5. Using the properties of determinants, show that y by+b = 0. z + c Z с
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