Higher Mathematics Derivative Practice

Scottish Higher Mathematics Derivative Practice

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Higher Mathematics Integration Practice

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Next Set of Questions

a_1 = Random(-9, 9)
b_1 = Random(0, 9)
h_1 = Random(-9, 9)
i_1 = Random(-9, 9)
f_1 = Random(0, 9)
d_1 = Random(2, 9)
g_1 = Random(-9, -2)
b(x) = (f_1 * x^(b_1)) + (g_1 * x) + h_1
A = (-4.04, 0.14)
B = (6.32, 0.12)
i = Line(A, B)
j_1: false
k_1 = Random(1, 9)
e_1 = Random(0, 20)
a(x) = (a_1 * x^(b_1)) - (e_1 * x^(d_1)) + (f_1 * x^(g_1))
text2: "a(x)=" + (LaTeX[a]) + ""
g = Integral(a, x)
c_1 = 0
h = Integral(b, x)
text4: "b(x)=" + (LaTeX[b]) + ""
text5_2: "\int{ }a(x)dx=" + (LaTeX[p]) + "+c"
text3: "\int{ }b(x)dx=" + (LaTeX[q]) + "+c"
d(x) = (((a_1 * x) + i_1) * ((b_1 * x) - k_1))
text5: "c(x)=" + (LaTeX[d]) + ""
r = Integral(d, x)
e(x) = ((b_1 * x) + i_1) / ((d_1 * x^(g_1)))
s = Integral(f, x)
text7: "d(x)=" + (LaTeX[e]) + ""
text6: "\int{ }c(x)dx=" + (LaTeX[r]) + "+c"
text8: "\int{ }d(x) dx=" + (LaTeX[s]) + "+c"
c_2 = 0