Math, asked by pp584341, 9 months ago

solutions of the equation x-2y=4
1) (1,1)​

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Answered by kalyanikosuri3
0

Answer:

x=6 y=1 this may be your answer

Answered by jnvarvind2007
1

Answer:

Brainly.in

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nidhiruparel5308

16.04.2020

Math

Secondary School

+5 pts

Answered

(1,1) are solutions of equations x-2y=4 and are not

2

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gargmanik694

gargmanik694 Helping Hand

Answer:

no it is not a solution of equation.

Step-by-step explanation:

x-2y=4

put x= 1 and y 1

(1)-(1)y=4

-(2)y=4

-2y=4

y=4/-2

y=2/-1

y=-2

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nilesh102

nilesh102 Genius

hi mate,

solution:

Method To check whether given pair of values is a solution of given equation or not:

Sometimes a pair of values is given and we have to check whether this pair is a solution of given linear equation in two variables or not

For this we put the given values in given linear equation. If we get LHS = RHS then this pair of values is a solution of given linear equation, otherwise not.

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Solution:

i)

Given equation is

x-2y=4

On putting x=0 & y=2 in LHS

LHS= x-2y

0-2×2= -4

-4≠4

LHS ≠RHS

Hence, (0,2) is not a solution of x-2y=4

ii)

Given equation is

x-2y=4

On putting x=2 & y=0 in LHS

LHS= x-2y

2-2×0= 2

2 ≠4

LHS ≠RHS

Hence, (2,0) is not a solution of x-2y=4

iii)

Given equation is

x-2y=4

On putting x=4 & y=0 in LHS

LHS= x-2y

4-2×0= 4-0=4

4=4

LHS =RHS

Hence, (4,0) is a solution of x-2y=4

Iv)

Given equation is

x-2y=4

On putting x=√2 & y=4√2 in LHS

LHS= x-2y

√2- 2×4√2= √2-8√2=7√2

7√2≠4

LHS ≠RHS

Hence, (√2,4√2) is not a solution of x-2y=4

V)

Given equation is

x-2y=4

On putting x=1 & y=1 in LHS

LHS= x-2y

1-2×1= 1-2

-1≠4

LHS ≠RHS

Hence, (1,1) is not a solution of x-2y=4

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i hope it helps you..

Step-by-step explanation:

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