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Does (0,−5)(0, -5) make the equation y=7x2−x−(−5)y = 7x^2 - x - (-5) true?\newlineChoices:\newline(A)yes\newline(B)no

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Is (x, y) a solution to the nonlinear equation?right chevron icon

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Q. Does (0,−5)(0, -5) make the equation y=7x2−x−(−5)y = 7x^2 - x - (-5) true?\newlineChoices:\newline(A)yes\newline(B)no
  1. Plug Values: Plug the values of xx and yy from the point (0,−5)(0, -5) into the equation y=7x2−x−(−5)y = 7x^2 - x - (-5). Calculate to see if both sides are equal.\newliney=7(0)2−0−(−5)y = 7(0)^2 - 0 - (-5)\newliney=0+0+5y = 0 + 0 + 5\newliney=5y = 5
  2. Calculate and Compare: Compare the calculated yy-value with the yy-value from the point.\newlineCalculated y=5y = 5\newlineGiven y=−5y = -5\newlineSince 5≠−55 \neq -5, the point does not satisfy the equation.

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