Graphics Programs Reference
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ans =
pi^2+pi^2*cot(pi*z)^2
Problem 7
(a)
taylor(exp(x), 7, 0)
ans =
1+x+1/2*x^2+1/6*x^3+1/24*x^4+1/120*x^5+1/720*x^6
(b)
taylor(sin(x), 5, 0)
ans =
x-1/6*x^3
taylor(sin(x), 6, 0)
ans =
x-1/6*x^3+1/120*x^5
(c)
taylor(sin(x), 6, 2)
ans =
sin(2)+cos(2)*(x-2)-1/2*sin(2)*(x-2)^2-1/6*cos(2)*(x-
2)^3+1/24*sin(2)*(x-2)^4+1/120*cos(2)*(x-2)^5
(d)
taylor(tan(x), 7, 0)
ans =
x+1/3*x^3+2/15*x^5
(e)
taylor(log(x), 5, 1)
ans =
x-1-1/2*(x-1)^2+1/3*(x-1)^3-1/4*(x-1)^4
(f)
taylor(erf(x), 9, 0)
 
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