Mathematical Methods Q2c – Graphs of Power, Exponential, Log, Circular Functions | VCE Units 3 & 4 Practice – StudyPulse
StudyPulse Logo
Sign Up
StudyPulse Sign up free

Mathematical Methods VCE Units 3 & 4 Practice Question 2c – Graphs of Power, Exponential, Log, Circular Functions

Q2c Mathematical Methods Graphs of Power, Exponential, Log, Circular Functions Unit 3 - AOS 1

Consider the following functions:

Function 1: $y = x^3$
Function 2: $y = e^x$
Function 3: $y = \log_2(x)$
Function 4: $y = \cos(x)$

Question 2c

1 mark

c. State the equation of any asymptote(s) of Function 3.

Your Answer

0 words

About This Mathematical Methods Question

This is a free VCE Units 3 & 4 Mathematical Methods practice question worth 1 mark, testing your understanding of Graphs of Power, Exponential, Log, Circular Functions. It falls under Functions, relations and graphs in Unit 3: Mathematical Methods Unit 3. Submit your answer above to receive instant AI-powered marking and personalised feedback.

Subject
Mathematical Methods – Victorian Certificate of Education Units 3 & 4
Unit 3
Mathematical Methods Unit 3
Area of Study 1
Functions, relations and graphs
Key Knowledge
Graphs of Power, Exponential, Log, Circular Functions

Unit 3 Overview

Extend introductory study of functions, algebra, calculus. Focus on functions, relations, graphs, algebra, and applications of derivatives.

Functions, relations and graphs

Covers transformations, polynomial functions, power functions, exponential functions, logarithmic functions, circular functions, and combinations of these.

Key Knowledge Detail

graphs of the following functions: power functions, $y=x^{n}, n \in Q$; exponential functions, $y=a^{x}, a \in R^{y}$, in particular $y=e^{x}$; logarithmic functions, $y=\log _{x}(x)$ and $y=\log _{(x)}(x)$; and circular functions, $y=\sin (x), y=\cos (x)$ and $y=\tan (x)$ and their key features

More questions on Graphs of Power, Exponential, Log, Circular Functions

All free, all instant AI marking.

  1. Written 2 marks

    State the range and any asymptotes of the function $y = 3e^{x} - 1$.
  2. Written 5 marks

    A scientist is studying the population of a rare species of tree in a remote region. They model the population, $P(t)$, at time $t$ (in year…

Want more Mathematical Methods practice questions?

StudyPulse has thousands of VCE Mathematical Methods questions with full AI feedback, mark breakdowns, progress tracking, and study notes across every Key Knowledge point including Graphs of Power, Exponential, Log, Circular Functions.

Create Free Account Browse More Mathematical Methods Topics