Let us construct the quadratic equations in one variable from the following statements.
the sum of the squares of two consecutive number is 313 .
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X² + (X+1)² = 313
Or, X² + X² + 2x + 1 = 313
Or, 2x² + 2x + 1 - 313 = 0
Or, 2x² + 2x - 312 = 0
Or, X² + X – 156 = 0 .
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LET U.Q BE X.
x²+(x+1)²=313
x²+x²+1+2x=313
2x²+2x=313-1
2x²+2x-312=0
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