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Answers
Refer to the attached image ☺️
→Given:-
→(a) To Solve Using Elimination Method....
=> 3y-2x = 9
2y-2x = 7
→(b) To solve Using Substitution Method.
=> 5x-y = 5
3x+2y = 29
→Concept©
(A) In elimnation Method we just eliminate any one of the variable in both equations by making them equal and then subtracting one equation from another.
(B) In Substitution Method we substitute a variable in terms of the other in one equation and then apply its value on other one.
→ Step by Step Solution★
(A) We have, 3y-2x = 9(1) & 2y - 2x = 7(2)
Here,We will eliminate X as it is equal in both equations.......
=> Subtracting (2) from (1)......
=> Y = 2
Substituting Value Of Y in (1)
=> 3(2)-2x = 9
=> 6-2x = 9
=> 6-9 = 2x
=> -3 = 2x
=> X = -3/2 Ans.
(B) We have, 5x - y = 5.(1)& 3x+2y=29.(2)
Here, 5x - y = 5
So, 5x = 5+y
=> X = 5+y/5.
Substituting Value Of X in (2)
=> 3(5+y/5) +2y = 29
=> 15+3y/5 + 2y = 29
=> 15+13y/5 = 29
=> 15+13y = 145
=> 13y = 130
=> Y = 10
Now, X = 5+y/5
=> X = 5+10/5
=>. X = 15/5
So, X = 3.
Therefore, X = 3 And Y = 10.Ans.
Hope It Helps You........ :)