Find all values of A for which det(A) = 0, using the method of this section. 2 – 10 25 A = -1 0 1- 6 i 12 = i 13 = i Fill the upper blank with the greater value of A if it exists. Fill two blanks with the same values in case of multiple roots. Fill the blank with the symbol "x" if there is no corresponding 1.

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A: Roots

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A: To check the result ,substitute x=38 in the given equation.

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Q: The number of values of k for which the equation x^2−3x+k=0 has two distinct roots lying in the…

A: x2-3x+k=0D=b2-4aca=1, b=-3, c=kD=-32-4×1×kD=9-4k= 9-4k≥0 D≥0  distinct real roots-4k≥-9k≤94

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Q: Q9. (a) (i) Calculate (2 + i√5)(√5 - i). (ii) Hence verify that (√5 - i) is a root of the equ

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A: xy=30......(i) 5x+y&lt;=0....(ii) 5x+(30/x)&lt;=0 5x^2+30&lt;=0 x&lt;=((-6)^(1/2)) y=30/((-6)^(1/2))…

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A: Please see the answer in step 2.

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A: Introduction :

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Q: Find positive numbers x and y satisfying the equation xy = 15 such that the sum 5x + y is as small…

A: The solution is :