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Exponents & Logarithms Rounding & Error Sequences & Series Financial Mathematics Matrices Complex Numbers

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2D & 3D Geometry Voronoi Diagrams Trig equations & identities Vectors Graph Theory

Probability Descriptive Statistics Bivariate Statistics Distributions & Random Variables Inference & Hypotheses

Differentiation Integration Differential Equations

Paper 3

Plus

Calculator Skills

Review Videos Formula Booklet All Study Sets

Blog Landing Page

Dashboard

Topics

Exponents & Logarithms Rounding & Error Sequences & Series Financial Mathematics Matrices Complex Numbers

Cartesian plane & lines Function Theory Modelling Transformations & asymptotes

2D & 3D Geometry Voronoi Diagrams Trig equations & identities Vectors Graph Theory

Probability Descriptive Statistics Bivariate Statistics Distributions & Random Variables Inference & Hypotheses

Differentiation Integration Differential Equations

Paper 3

Plus

Calculator Skills

Review Videos Formula Booklet All Study Sets

Blog Landing Page

IB Math AIHL

Exponents & Logarithms

Problem Bank

IB Math AIHL

Exponents & Logarithms

Problem Bank

IB Math AIHL

Exponents & Logarithms

Problem Bank

IB Math AIHL

Exponents & Logarithms

Problem Bank

[Maximum mark: 5]

It is given that (3b2a)−31=3.

Find an expression for a in terms of b.
[2]
Part (a):
a=

Consider the case where b=9a.

Find the value of b.
[3]

Ask Plex AI about this problem

Get hints, ask questions, and work through this problem step by step

I'm Plex, here to help with problems on this worksheet!

[Maximum mark: 5]

It is given that (3b2a)−31=3.

Find an expression for a in terms of b.
[2]
Part (a):
a=

Consider the case where b=9a.

Find the value of b.
[3]

Ask Plex AI about this problem

Get hints, ask questions, and work through this problem step by step

I'm Plex, here to help with problems on this worksheet!

[Maximum mark: 5]

It is given that (3b2a)−31=3.

Find an expression for a in terms of b.
[2]
Part (a):
a=

Consider the case where b=9a.

Find the value of b.
[3]

[Maximum mark: 5]

It is given that (3b2a)−31=3.

Find an expression for a in terms of b.
[2]
Part (a):
a=

Consider the case where b=9a.

Find the value of b.
[3]