VCE Mathematical Methods Past Exam Questions
Browse VCE Mathematical Methods exam questions from 2015–2026, including NHT and VCE papers. Filter by topic, year and paper; open the original source.
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Question 9(d)Question part (d)
d. Let y = g (x) be the tangent to y = f (x) at the point 3 3 , ( ) f . y = g(x) ( ) 3, (3) fx = 1 y = f (x) y x O Using d dx xe f xx ( ) , or otherwise, determine the area of the
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Question 1 The period and range for the function f x x ( ) sin 3 2 2 3 are respectively A. π and 3 3 , B. 2π and C. 2 3 0 , D. 2π and E. 4π and
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Question 1 The asymptote(s) of the graph of y = log,(x + 1) — 3 are A. x=-1only B. x=1lonly Cc. —3 only D. x=-landy
Search excerpt only. Open the original question for exact equations and diagrams.Source: 2024 VCE Mathematical Methods 2 examination · Report: 2024 VCE Mathematical Methods 2 external assessment report (DOCX, 860.29 KB)Section A, Question 2
Question 2 = A function g : R —> R has the derivative g(x) = H 2 Given that g (0) = 5, the value of g(2) is s A. 2 7 B. 3 5 cs Ed @ D. 7 ® ° =
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Question 2 For two independent events, A and B, it is known that Pr (A) = 0.6 and Pr (A ∪ B) = 0.92. Pr (B) is equal to A. 4 5 B. 4 15 C. 8 D. 8 25 E. 1 Section A
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Question 3 The positive real numbers a, b and c satisfy the equation log5 a + log 5 b = 2log 5 c Therefore, it must be true that A. a = 2c − b B. a = c2 − b C. a c b = 2 D. a c = 2
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Question 3 A discrete random variable X is defined using the probability distribution below, where £ is a positive real number. x [J 1 w IS Pr(X=x) 2k 3k Sk 3k 2k Find Pr(X <4|X >1
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Question 4 A straight line passes through the positive x-intercept of the curve of the cubic y = x3 − x2 − 2x and also through its point of inflection. The gradient of this line is
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Question 4 b c if | f(x)dx=—5 and } f(x)dx =3, where a <b <c, then | 2/(x)dx is equal to " a lb A. -16 B. 16 C. 4 D. 4
Search excerpt only. Open the original question for exact equations and diagrams.Source: 2024 VCE Mathematical Methods 2 examination · Report: 2024 VCE Mathematical Methods 2 external assessment report (DOCX, 860.29 KB)Section A, Question 5
Question 5 Consider the functions /: (1, 0) > R, f(x) = 4x and g : R > R, g (x) = &™. The range of the composite function g (/(x)) is A. (0) B. (0,¢] Cc. (0, o D. (0,¢'] 3 2 2 Ques
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Question 5 When a biased coin is tossed, the probability of the coin landing on heads is 0.25. The coin is tossed 10 times and the number of heads is recorded. The probability that
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Question 6 The graph of y = tan(ax) has an asymptote with equation x 6 . A possible value of a is A. 4 B. 6 C. 9 D. 10 E. 12
Search excerpt only. Open the original question for exact equations and diagrams.Source: 2024 VCE (NHT) Mathematical Methods examination 2How to use ClassConnect past exam questions
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