Mathematics : Analysis and Approaches Standard Level Course Companion>Chapter 9 - Representing Equivalent Quantities: Exponentials and Logarithms>Exercise 9C

Natasha Awada, Paul La Rondie, Laurie Buchanan and, Jill Stevens Solutions for Chapter: Representing Equivalent Quantities: Exponentials and Logarithms, Exercise 10: Exercise 9C

Author:Natasha Awada, Paul La Rondie, Laurie Buchanan & Jill Stevens

Natasha Awada Mathematics Solutions for Exercise - Natasha Awada, Paul La Rondie, Laurie Buchanan and, Jill Stevens Solutions for Chapter: Representing Equivalent Quantities: Exponentials and Logarithms, Exercise 10: Exercise 9C

Attempt the practice questions on Chapter 9: Representing Equivalent Quantities: Exponentials and Logarithms, Exercise 10: Exercise 9C with hints and solutions to strengthen your understanding. Mathematics : Analysis and Approaches Standard Level Course Companion solutions are prepared by Experienced Embibe Experts.

Questions from Natasha Awada, Paul La Rondie, Laurie Buchanan and, Jill Stevens Solutions for Chapter: Representing Equivalent Quantities: Exponentials and Logarithms, Exercise 10: Exercise 9C with Hints & Solutions

EASY

Diploma

IMPORTANT

Mathematics : Analysis and Approaches Standard Level Course Companion>Chapter 9 - Representing Equivalent Quantities: Exponentials and Logarithms>Exercise 9C>Q 1

Solve the equation $4^{x + 2} = \frac{1}{64}$ .

EASY

Diploma

IMPORTANT

Mathematics : Analysis and Approaches Standard Level Course Companion>Chapter 9 - Representing Equivalent Quantities: Exponentials and Logarithms>Exercise 9C>Q 1

Solve the equation $\sqrt[4]{3} = 9^{x}$ .

EASY

Diploma

IMPORTANT

Mathematics : Analysis and Approaches Standard Level Course Companion>Chapter 9 - Representing Equivalent Quantities: Exponentials and Logarithms>Exercise 9C>Q 1

Solve the equation ${(\frac{1}{5})}^{x} = 25$ .

EASY

Diploma

IMPORTANT

Mathematics : Analysis and Approaches Standard Level Course Companion>Chapter 9 - Representing Equivalent Quantities: Exponentials and Logarithms>Exercise 9C>Q 1

Solve the equation $2^{x} = 2 \sqrt{2}$ .

EASY

Diploma

IMPORTANT

Mathematics : Analysis and Approaches Standard Level Course Companion>Chapter 9 - Representing Equivalent Quantities: Exponentials and Logarithms>Exercise 9C>Q 2

Convert to the same base and solve for $x$ :

$2^{x + 3} = 4^{x - 2}$

EASY

Diploma

IMPORTANT

Mathematics : Analysis and Approaches Standard Level Course Companion>Chapter 9 - Representing Equivalent Quantities: Exponentials and Logarithms>Exercise 9C>Q 2

Convert to the same base and solve for $x$ :

$5^{x - 3} = 25^{x - 4}$

EASY

Diploma

IMPORTANT

Mathematics : Analysis and Approaches Standard Level Course Companion>Chapter 9 - Representing Equivalent Quantities: Exponentials and Logarithms>Exercise 9C>Q 2

Convert to the same base and solve for $x$ :

$6^{2 x - 6} = 36^{3 x - 5}$

EASY

Diploma

IMPORTANT

Mathematics : Analysis and Approaches Standard Level Course Companion>Chapter 9 - Representing Equivalent Quantities: Exponentials and Logarithms>Exercise 9C>Q 2

Convert to the same base and solve for $x$ :

$9^{5 x + 2} = {(\frac{1}{3})}^{11 - x}$