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A=[5k,3k-1;-3,k+1] where k is a real constant. Given that A is singular, find all the possible values of k.

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A=[5k,3k-1;-3,k+1] where k is a real constant. Given that A is singular, find all the possible values of k.

Related Further Mathematics A Level answers

Find arsinh(x) in terms of x

Find the four roots of the equation z^4 = + 8(sqrt(3) + i), in the form z = re^(itheta). Draw the roots on an argand diagram.

A 1kg ball is dropped of a 20m tall bridge onto tarmac. The ball experiences 2N of drag throughout its motion. The ground has a coefficient of restitution of 0.5. What is the maximum height the ball will reach after one bounce

Using the substitution u = ln(x), find the general solution of the differential equation y = x^2*(d^2(y)/dx^2) + x(dy/dx) + y = 0

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ABCya

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A=[5k,3k-1;-3,k+1] where k is a real constant. Given that A is singular, find all the possible values of k.

Related Further Mathematics A Level answers

Find arsinh(x) in terms of x

Find the four roots of the equation z^4 = + 8(sqrt(3) + i), in the form z = r*e^(i*theta). Draw the roots on an argand diagram.

A 1kg ball is dropped of a 20m tall bridge onto tarmac. The ball experiences 2N of drag throughout its motion. The ground has a coefficient of restitution of 0.5. What is the maximum height the ball will reach after one bounce

Using the substitution u = ln(x), find the general solution of the differential equation y = x^2*(d^2(y)/dx^2) + x(dy/dx) + y = 0

We're here to help

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Education.com

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Dictionary.com

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Ingles.com

ABCya

© 2026 by IXL Learning

Find the four roots of the equation z^4 = + 8(sqrt(3) + i), in the form z = re^(itheta). Draw the roots on an argand diagram.