Math, asked by ItsAnuJr, 9 months ago

If x = 2y+6 and x+y = 24, find x and y

Answers

Answered by BRAINLYADDICTOR

⭐MARK BRAINLIST⭐

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Given,

➡️X=2y+6..EQ1

➡️X+y=24..EQ2

➡️sub EQ1 in EQ2

➡️(2y+6)+y=24

➡️2y+6+y=24

➡️3y=24-6

➡️3y=18

➡️y=18/3

➡️y=6

➡Sub y=6 in EQ1

️➡️X=2(6)+6

➡️X=12+6

➡X=18

️➡️(x,y) =(18, 6)

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Answered by rohitsau

Answer:

here is your answer

$x - 2y = 6..............(i) \\ x + y = 24...............(ii) \\ from \: equation \: (i) \: and \: (ii) \: we \: get \\3y = 18 \\ y = 6 \\ putting \: the \: value \: ofy \: in \: (i) \: we \: get \: \\ x = 18$

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