SOLUTION: Please Help!
What would be the determinant of Dx, if Cramer's Rule is used to solve:
3x-2y=5
2x+5y=-3
Thank you for your time!
Algebra.Com
Question 150295: Please Help!
What would be the determinant of Dx, if Cramer's Rule is used to solve:
3x-2y=5
2x+5y=-3
Thank you for your time!
Answer by Alan3354(69443) (Show Source): You can put this solution on YOUR website!
What would be the determinant of Dx, if Cramer's Rule is used to solve:
3x-2y=5
2x+5y=-3
------
The det = 3*5 - 2*(-2)
= 15 + 4
=19.
Whether or not Cramer's Rule is used is irrelevant, the Det is still 19.
RELATED QUESTIONS
Could someone please help me with the following problem:
What would be the determinant (answered by Alan3354)
Question 1
What is the set up for the coefficient determinant (D) in the... (answered by solver91311)
Hi! I am having trouble with writing determinants and understanding Cramer's Rule. Please (answered by stanbon)
solve the following simultaneous equations by using cramer’s rule 3x-2y=3 ; 2x+y=6
(answered by MathLover1)
solve the following simultaneous equations by using cramer’s rule 3x-2y=3 ; 2x+y=6
(answered by MathLover1)
Please help! I need to solve the following using Cramer's Rule. The textbook doesn't do a (answered by stanbon)
Solve by Cramer’s Rule: 2x-y=5 and... (answered by lynnlo)
For the following system, write the D,Dx,Dy,and Dz
You would need to use Cramer's Rule.
(answered by Alan3354,richwmiller)
Solve the following system of equations using cramer`s rule
2x + y - z= 5
3x - 2y +... (answered by Edwin McCravy)