CROSS MULTIPLICATION METHOD:
Algorithm to find the solution:
Step 1: Write the given equations in the form :
Step 2: Taking the help of the diagram given below:
The arrows between the two numbers indicate that they are to be multiplied and the second product is to be subtracted from the first product.
Write equation as
CROSS MULTIPLICATION METHOD:
Algorithm to find the solution:
Step 1: Write the given equations in the form :
Step 2: Taking the help of the diagram given below:
The arrows between the two numbers indicate that they are to be multiplied and the second product is to be subtracted from the first product.
Write equation as
CROSS MULTIPLICATION METHOD:
Algorithm to find the solution:
Step 1: Write the given equations in the form :
Step 2: Taking the help of the diagram given below:
The arrows between the two numbers indicate that they are to be multiplied and the second product is to be subtracted from the first product.
Write equation as
EXAMPLE:
1. Solve the two variables linear equation:
8x + 5y = 11
3x – 4y = 10
Solution:
On transposition, we get
8x + 5y – 11 = 0
3x – 4y – 10 = 0 Writing the co-efficient in the following way, we get:
By cross-multiplication method:
and
Therefore, required solution is x = 2, y = -1 .
While solving the pair of linear equations using cross multiplication method what will be the value of Z in the relation. | |||
Right Option : C | |||
View Explanation |
Solve the following system of equations using cross multiplication method : | |||
Right Option : A | |||
View Explanation |
While solving the pair of linear equations using cross multiplication method what will be the value of Z in the relation. | |||
Right Option : A | |||
View Explanation |
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