WebIf A = [α 1 0 1] and B = [1 5 0 1], then find value of α for which A2 = B. 1573 69 Matrices Report Error A 1 B −1 C 4 D No real values Solution: Given that, A = [α 1 0 1] ⇒ A2 = [α 1 0 1][α 1 0 1] = [α2 +0 α +1 0+ 0 0+ 1] Also B = A2 ⇒ [1 5 0 1] = [ α2 α +1 0 1] Clearly, this is not satisfied by any real value http://souktha.github.io/misc/bch15_7_5/

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WebIf a+α=1,b+β=2 and af(x)+αf(1 x)=bx+ β x,x≠0, then the value of the expression f(x)+f(1 x) x+ 1 x is. Q. If f(x)=x2+α, for x≥0. =2√x2+1+β, for x<0 and f(1/2)=2 is continuous at x=0, find … WebNote that α 15 = α 0 = 1. Next is to get the generator polynomial by performing the calculation for minimal polynomials, m 1 ( x) = p ( x) and m 3 ( x), that is the root based on α and α 3 because I need g ( x) = m 1 ( x) m 3 ( x) for this exercise. trimix self injection video

If A=[α&0 1&1] and B=[1&0 5&1], then value of α for which A2=B, is

Web4 aug. 2024 · A Diophantine equation is a polynomial equation, usually in two or more unknowns, such that only the integer solutions are sought or studied. A linear Diophantine equation equates the sum of two or more monomials, each of degree 1 in one of the variables, to a constant. WebIf `{:A=[(alpha,0),(1,1)]andB=[(1,0),(5,1)]:}`, then te value of `alpha` for which `A^2=B`, is tesco kids snow boots