Solve the simultaneous equation. (4mks)
x2 + y2 = 26
x + y = 4
kindly show the steps
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Use the second equation to provide an expression for y in terms of x to substitute into the first equation to give a quadratic equation in
x..
Explanation:
First add x to both sides of the second equation to get:
y=x+3
Then substitute this expression for yinto the first equation to get:
29=x2+(x+3)2=2x2+6x+9
Subtract 29 from both ends to get:
0=2x2+6x−20
Divide both sides by 2 to get:
0=x2+3x−10=(x+5)(x−2)
So x=2 or x=−5
If x=2 then y=x+3=5
If x=−5 then y=x+3=−2
So the two solutions (x,y) are (2,5) and (−5,-2)
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