Solving Simultaneous Linear Equation Using Cramer's Rule
Trending Questions
Q. Using Cramers rule, solve for the values of x and y.
3x+5y=29
7x+3y=33
3x+5y=29
7x+3y=33
- x=−4, y=−3
- x=4, y=3
- x=3, y=4
- x=−3, y=−4
Q.
Solve the following system using Cramer’s Rule.
5x+y=−13
- x=−2 and y=3
- x=2 and y=3
- x=−2 and y=−3
- x=2 and y=−3
Q.
Solve the following system using Cramer’s Rule.
3x+5y=−7
- x=−6 and y=5
- x=6 and y=−5
- x=−5 and y=6
- x=6 and y=5
Q. The perimeter of a rectangle is 20cm and the difference between its length and breadth is 4cm.
The length and breadth of the rectangle will respectively be ___
The length and breadth of the rectangle will respectively be ___
- 4cm, 3cm
- 7cm, 3cm
- 10cm, 5cm
- 1cm, 4cm
Q. Solve the following system using Cramer’s Rule.
5x+y=−13
3x−2y=0
5x+y=−13
3x−2y=0
- x=−4 and y=−5
- x=2 and y=−3
- x=2 and y=3
- x=−2 and y=−3
Q.
Solve the following system using Cramer’s Rule.
−4x+3y=−4
- x=−5 and y=−8
- x=8 and y=−8
- x=5 and y=8
- x=−5 and y=8
Q. Solve the following system using Cramer’s Rule.
2x+3y=4
x+y=1
2x+3y=4
x+y=1
- x=1 and y=−2
- x=−1 and y=2
- x=−1 and y=−2
- x=−1 and y=2
Q. Using Cramer's Rule solve for the values of x and y.
3x+5y=29
7x+3y=33
x =
y =
3x+5y=29
7x+3y=33
x =
y =
- 4
- 3
- 1
- 2
- 6
Q. Solve the following system using Cramer’s Rule.
−2x+4y=1
−2x+y=−3
−2x+4y=1
−2x+y=−3
- x=136 and y=83
- x=136 and y=43
- x=136 and y=−23
- x=136 and y=23
Q.
Find the values of x and y for the system of equations, x+y=2 and 3x−y=6 using Cramer's Rule.
- An infinite number of solutions
- A unique solution
- Zero solution as the only solution
- No solutions