3x-5y=15
6x-10y=30
How many solutions does this system have?
Answers
Answered by
3
Answer:
0
Step-by-step explanation:
2 (3x - 5y =15)
= 6x -10y =30 (1)
= 6x -10y =30 (2)
= 0
Answered by
2
The system will have infinite solutions.
GIVEN
Linear equations:
3x-5y = 15
6x-10y = 30
TO FIND
The number of solutions of the system.
SOLUTION
We can simply solve the above problem as follows;
We are given two linear equation;
3x-5y = 15 (Equation 1)
6x - 10y = 30 (Equation 2)
Dividing the second equation by 2
3x-5y = 15
Subtracting equation (1) by simplified equation (2)
3x-5y-(3x-5y) = 15-15
On Solving the equation;
0 = 0
Since, RHS and LHS are equal the system will have infinite number of solutions.
#Spj2
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