Question

If x = 2√2 , y = √2 satisfy the linear equation 3x+ky = 4√2, then the value
of k is _________.

Answer 1

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Answer 2

Answer:

If x = 2√2 , y = √2 satisfy the linear equation 3x+ky = 4√2, then the value

of k is ____4 root2_____.

Step-by-step explanation:

Given that,

x= 2 root2 , y = root 2

The equation is 3x+ky=4 root 2

3(2 root2)+k (root2) =4 root 2

6root2 +k root2=4 root2

k root2= 4 root 2-6 root 2

k root2= -2root2

k= -2root2÷root 2

k = -2

Hence , k =-2

I hope you got it