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1 - 4a [. 2 - 4a (a). Find the characteristic equation of A. If x¹ = (x − 1)² ƒ(x) + Ax + µ, then find the values of X a
Posted: Wed Jul 06, 2022 11:52 am
by answerhappygod
- 1 4a 2 4a A Find The Characteristic Equation Of A If X X 1 F X Ax U Then Find The Values Of X A 1 (90.96 KiB) Viewed 14 times
1 - 4a [. 2 - 4a (a). Find the characteristic equation of A. If x¹ = (x − 1)² ƒ(x) + Ax + µ, then find the values of X and μ in terms of n, xn - (b). where f(x) is a polynomial of degree n · 2 and n € Z+. Deduce that An = nA + (1 − n)I2. Hence, prove that (1 – 4a)n (4a − 1)n + 1 Let A (c). = 4a An 4a - 1 1 ¹ = [(404 (4a − 1)n - (1 − 4a)n + 1 ].