Question

Check whether (-2,6) is a solution of linear equation 2x+y=6 ​

Answer 1

Given, arithmetic sequence X

n

=5n+3

a. The first term of the sequence, put n=1

X

1

=5×1+3=8

b. d=5 (coefficient of n be the common difference)

The remainder divide by 5=3.

(

5

8

=3,

5

13

=3,

5

18

=3,etc)

Answer 2

$\large\bf\underline\pink{꧁Answer꧂\: :-}$

$Given:$

2x +y= 6

and

(x,y) =(-2,6)

$Solution:$

=2x +y= 6

= 2 (-2) - (6) = 6

= 4+ 6 = 6

= 10

Therefore LHS is not equal to RHS

Step-by-step explanation:

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