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Let E1, E2 are two linear equation in two variables x and y. (0,1) is a solution for both theequation E1 & E2 .(2, -1) is a solution of equation E1 only and (-2,-1) is a solution ofequation E2 , only then E1, E2 are?
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Let E1, E2 are two linear equation in two variables x and y. (0,1) is ...
And E2, i.e., when we substitute x=0 and y=1 in both E1 and E2, we get true statements.
Let's say E1 is of the form: ax + by = c
And E2 is of the form: dx + ey = f
Substituting x=0 and y=1 in E1, we get:
a(0) + b(1) = c
b = c
Substituting x=0 and y=1 in E2, we get:
d(0) + e(1) = f
e = f
So, both b and e are equal to 1, which means that c and f are both equal to 1 as well (since b=c and e=f). Therefore, the equations can be simplified to:
E1: ax + y = 1
E2: dx + y = 1
Now, we need to find the value of x that satisfies both equations. Since (0,1) is a solution for both equations, we know that 0 satisfies both equations. Therefore, the solution to the system of equations is (0,1).
Let's say E1 is of the form: ax + by = c
And E2 is of the form: dx + ey = f
Substituting x=0 and y=1 in E1, we get:
a(0) + b(1) = c
b = c
Substituting x=0 and y=1 in E2, we get:
d(0) + e(1) = f
e = f
So, both b and e are equal to 1, which means that c and f are both equal to 1 as well (since b=c and e=f). Therefore, the equations can be simplified to:
E1: ax + y = 1
E2: dx + y = 1
Now, we need to find the value of x that satisfies both equations. Since (0,1) is a solution for both equations, we know that 0 satisfies both equations. Therefore, the solution to the system of equations is (0,1).
Community Answer
Let E1, E2 are two linear equation in two variables x and y. (0,1) is ...
X + y = 1 , x - y = -1
because , If you put the solution of E1 in x + y = 1 and solution of E2 in x - y = -1 then you will get ur ans !
because , If you put the solution of E1 in x + y = 1 and solution of E2 in x - y = -1 then you will get ur ans !
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Let E1, E2 are two linear equation in two variables x and y. (0,1) is a solution for both theequation E1 & E2 .(2, -1) is a solution of equation E1 only and (-2,-1) is a solution ofequation E2 , only then E1, E2 are?
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Let E1, E2 are two linear equation in two variables x and y. (0,1) is a solution for both theequation E1 & E2 .(2, -1) is a solution of equation E1 only and (-2,-1) is a solution ofequation E2 , only then E1, E2 are? for CA Foundation 2024 is part of CA Foundation preparation. The Question and answers have been prepared according to the CA Foundation exam syllabus. Information about Let E1, E2 are two linear equation in two variables x and y. (0,1) is a solution for both theequation E1 & E2 .(2, -1) is a solution of equation E1 only and (-2,-1) is a solution ofequation E2 , only then E1, E2 are? covers all topics & solutions for CA Foundation 2024 Exam. Find important definitions, questions, meanings, examples, exercises and tests below for Let E1, E2 are two linear equation in two variables x and y. (0,1) is a solution for both theequation E1 & E2 .(2, -1) is a solution of equation E1 only and (-2,-1) is a solution ofequation E2 , only then E1, E2 are?.
Let E1, E2 are two linear equation in two variables x and y. (0,1) is a solution for both theequation E1 & E2 .(2, -1) is a solution of equation E1 only and (-2,-1) is a solution ofequation E2 , only then E1, E2 are? for CA Foundation 2024 is part of CA Foundation preparation. The Question and answers have been prepared according to the CA Foundation exam syllabus. Information about Let E1, E2 are two linear equation in two variables x and y. (0,1) is a solution for both theequation E1 & E2 .(2, -1) is a solution of equation E1 only and (-2,-1) is a solution ofequation E2 , only then E1, E2 are? covers all topics & solutions for CA Foundation 2024 Exam. Find important definitions, questions, meanings, examples, exercises and tests below for Let E1, E2 are two linear equation in two variables x and y. (0,1) is a solution for both theequation E1 & E2 .(2, -1) is a solution of equation E1 only and (-2,-1) is a solution ofequation E2 , only then E1, E2 are?.
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Let E1, E2 are two linear equation in two variables x and y. (0,1) is a solution for both theequation E1 & E2 .(2, -1) is a solution of equation E1 only and (-2,-1) is a solution ofequation E2 , only then E1, E2 are?, a detailed solution for Let E1, E2 are two linear equation in two variables x and y. (0,1) is a solution for both theequation E1 & E2 .(2, -1) is a solution of equation E1 only and (-2,-1) is a solution ofequation E2 , only then E1, E2 are? has been provided alongside types of Let E1, E2 are two linear equation in two variables x and y. (0,1) is a solution for both theequation E1 & E2 .(2, -1) is a solution of equation E1 only and (-2,-1) is a solution ofequation E2 , only then E1, E2 are? theory, EduRev gives you an
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