I am trying to solve this, but I am stuck....

1 2 -1

2 3 c

0 c -15

1 2 -1

0 -1 (2+c)

0 c -15

1 2 -1

0 1 (-2)-c))

0 1/15c 1

(Wait)

Printable View

- Dec 3rd 2012, 08:45 AMmathproblemsfind c value that matrix is not invertible
I am trying to solve this, but I am stuck....

1 2 -1

2 3 c

0 c -15

1 2 -1

0 -1 (2+c)

0 c -15

1 2 -1

0 1 (-2)-c))

0 1/15c 1

(Wait) - Dec 3rd 2012, 09:00 AMPlatoRe: find c value that matrix is not invertible
- Dec 3rd 2012, 10:41 AMmathproblemsRe: find c value that matrix is not invertible
Thank you

am I doing it correctly?

-45-c^2 - 2 (-30 - (-1) -c)) = 0

what shall I do next? - Dec 3rd 2012, 11:47 AMcoolgeRe: find c value that matrix is not invertible
Your expansion of the second det is incorrect.

-45 - c^2 -2(-30 +c) = 0

Solve this quadratic equation to get the values of c. (c should be -5 and 3) - Dec 3rd 2012, 03:00 PMSorobanRe: find c value that matrix is not invertible
Hello, mathproblems!

Your method should work if you know what to look for.

(But from your responses, I'm not sure you do.)

Quote:

We have: .

A matrix isinvertible if an entire row is composed of zeros.*not*

That is: .

Therefore: .