Solve the linear equation by substitution method
7x + 11y-3=0
8x + y-15=0
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I think it's your answer.
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Answered by
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Ahoy user!
The answer:-
7x+11y = 3. .........(i)
8x+y = 15. ........(ii)
From, eq(ii) we can write ,
y= 15-8x
Now, Putting the value of y in eq (i) we get,
7x + 11(15-8x) = 3
= 7x + 165 -88x = 3
= -81x = 3-165
=> -81x = -162
=> x = -162÷-81
=> x = 2
Putting the value of x in the substitution of y we get,
y=15-8x
y = 15 -8×2
= 15-16
y=> -1
hope this helps!
Good day!
The answer:-
7x+11y = 3. .........(i)
8x+y = 15. ........(ii)
From, eq(ii) we can write ,
y= 15-8x
Now, Putting the value of y in eq (i) we get,
7x + 11(15-8x) = 3
= 7x + 165 -88x = 3
= -81x = 3-165
=> -81x = -162
=> x = -162÷-81
=> x = 2
Putting the value of x in the substitution of y we get,
y=15-8x
y = 15 -8×2
= 15-16
y=> -1
hope this helps!
Good day!
Anonymous:
tysm fr brainliest ☺
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