Find a second-degree polynomial p such that p(1) = 5, p'(1) = 3, and p''(1) = 6.
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let polynomial be ax.x + bx + c
p(1) = a + b+ c = 5
p'(x) = 2ax + b
p'(1)= 2A + B = 3
P''(x) = 2a = 6
a=3
b = -3
c = 5
hence polynomial is 3 x.x -3x + 5
p(1) = a + b+ c = 5
p'(x) = 2ax + b
p'(1)= 2A + B = 3
P''(x) = 2a = 6
a=3
b = -3
c = 5
hence polynomial is 3 x.x -3x + 5
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