Advanced Higher Maths Quotient Practice

Scottish Advanced Higher MathsDerivative Practice

Created by Mr.Lafferty@mathsrevision.com

Advanced Higher Mathematics Quotient Rule Practice

Reveal Answers

Next Set of Questions

k_1 = Random(2, 6)
e_1 = Random(2, 9)
c_1 = Random(2, 9)
p_1 = 7
i_1 = Random(-9, -1)
a_1 = Random(2, 5)
f_1 = Random(2, 9)
c(x) = ℯ^((f_1 * x^(a_1)))
b_1 = Random(1, 6)
z_1(x) = (i_1 * ℯ^((f_1 * x) + b_1))
m_1 = Random(2, 5)
g_1 = Random(2, 6)
w(x) = (a_1 * cos((g_1 * x) + k_1))
n_1: a_1 + 1
r(x) = log((a_1 * x) - n_1)
h_1 = Random(-9, 9)
j_1: false
d_1 = Random(-9, -1)
a(x) = log((a_1 * x^(b_1)))
b(x) = ((c_1 * x) + p_1)^(e_1)
d(x) = (e_1 * x^(b_1))
A = (-4.04, 0.14)
B = (6.32, 0.12)
i = Line(A, B)
j(x) = a(x) / b(x)
text2: "f(x)=" + (LaTeX[j]) + ""
text6: "f'(x)=" + (LaTeX[g]) + ""
k(x) = d(x) / c(x)
text3: "g(x)=" + (LaTeX[k]) + ""
q(x) = (b_1 * x^(g_1))
t(x) = sin((m_1 * x) + b_1)
s(x) = t(x) / r(x)
v(x) = z_1(x) / w(x)
l_1 = Random(2, 9)
u(x) = (e_1 * x^(b_1))
text8: "k(x)=" + (LaTeX[v]) + ""
text9: "k'(x)=" + (LaTeX[q_1]) + ""
text5: "h'(x)=" + (LaTeX[p]) + ""
text4: "h(x)=" + (LaTeX[r_1]) + ""
text7: "g'(x)=" + (LaTeX[s_1]) + ""