Nagwa uses cookies to ensure you get the best experience on our website. Learn more about our Privacy Policy.

Please verify your account before proceeding.

In this lesson, we will learn how to solve matrix equations to get a variable matrix, a coefficient matrix, or an unknown matrix by finding the inverse matrix.

Q1:

Use the inverse matrix to solve the following system, giving your answer as an appropriate matrix.

Q2:

Given that determine the values of π₯ and π¦ .

Q3:

Given that find ο» π₯ π¦ ο .

Q4:

Given that οΌ β 3 β 5 2 β 8 ο ο» π₯ π¦ ο = οΌ β 6 4 ο , find ο» π₯ π¦ ο .

Q5:

Q6:

Q7:

Given that what is π¦ ?

Q8:

Consider the matrices

If π΄ Γ πΆ = π΅ , determine πΆ .

Q9:

Given that solve the equation π΄ + π΄ = Γ πΌ β 1 , where π₯ π¦ = 1 5 and πΌ is the unit matrix of order 2 Γ 2 .

Q10:

Q11:

Q12:

Q13:

Q14:

Q15:

Donβt have an account? Sign Up