SOLUTION: Show that | (a+1)(a+2) (a+2) 1 | | (a+2)(a+3) (a+3) 1 | = -2 | (a+3)(a+4) (a+4) 1 |
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-> SOLUTION: Show that | (a+1)(a+2) (a+2) 1 | | (a+2)(a+3) (a+3) 1 | = -2 | (a+3)(a+4) (a+4) 1 |
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Algebra: Matrices, determinant, Cramer rule
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Question 830734
:
Show that
| (a+1)(a+2) (a+2) 1 |
| (a+2)(a+3) (a+3) 1 | = -2
| (a+3)(a+4) (a+4) 1 |
Answer by
Fombitz(32388)
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Let's work each right hand side separately,