2. (a) Suppose (B − C)D = 0, where B and C are m x n matrices and D is invertible. Show that B = C. (b) Suppose P is invertible and A = PBP-1. Solve for B in terms of A.

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A: On solving this we will get

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A: You must have idea about Geometric Progression ( G.P. Series) in order to solve this.

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A: This question is based on graphing an inequality.

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A: B contain vectors -4-1-4-1, 14-41, -1-4-4-1, -2-441v=1-4-1-4-1+-314-41+-3-1-4-4-1+1-2-441

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A: y2+6y+9=(y+3)2 y2-6y-27=y2+3y-9y-27=(y+3)(y-9)y2+6y+9y2-6y-27=(y+3)2(y+3)(y-9)=y+3y-9

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A: We have to find the integral.

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A: SOLUTION-

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A: Given two numbers are :   a=5880,  b=8316 we have to express a and b as product of primes.

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