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How do i solve Y squared equals negative 3 x? - Answers

That depends on what you want to "solve" it for. Do you want to plot it on a graph? Are you looking for the value of y with respect to x? The value of x with respect to y? The derivative of each? The integral of each? You need to clarify your question.In answer to all of those interpretations:It describes a horizontally aligned parabola that proceeds indefinitely to the "left" (ie. negative) whose vertex lies at the point 0, 0y = (-3x)1/2dy/dx = (-3x/2)-1/2∫(-3x)1/2 dx = (-x/2)3/2 + Cx = -y2/3dx/dy = -2y/3∫(-y2/3) dy = -y3/9 + C



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How do i solve Y squared equals negative 3 x? - Answers

https://math.answers.com/math-and-arithmetic/How_do_i_solve_Y_squared_equals_negative_3_x

That depends on what you want to "solve" it for. Do you want to plot it on a graph? Are you looking for the value of y with respect to x? The value of x with respect to y? The derivative of each? The integral of each? You need to clarify your question.In answer to all of those interpretations:It describes a horizontally aligned parabola that proceeds indefinitely to the "left" (ie. negative) whose vertex lies at the point 0, 0y = (-3x)1/2dy/dx = (-3x/2)-1/2∫(-3x)1/2 dx = (-x/2)3/2 + Cx = -y2/3dx/dy = -2y/3∫(-y2/3) dy = -y3/9 + C



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https://math.answers.com/math-and-arithmetic/How_do_i_solve_Y_squared_equals_negative_3_x

How do i solve Y squared equals negative 3 x? - Answers

That depends on what you want to "solve" it for. Do you want to plot it on a graph? Are you looking for the value of y with respect to x? The value of x with respect to y? The derivative of each? The integral of each? You need to clarify your question.In answer to all of those interpretations:It describes a horizontally aligned parabola that proceeds indefinitely to the "left" (ie. negative) whose vertex lies at the point 0, 0y = (-3x)1/2dy/dx = (-3x/2)-1/2∫(-3x)1/2 dx = (-x/2)3/2 + Cx = -y2/3dx/dy = -2y/3∫(-y2/3) dy = -y3/9 + C

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      That depends on what you want to "solve" it for. Do you want to plot it on a graph? Are you looking for the value of y with respect to x? The value of x with respect to y? The derivative of each? The integral of each? You need to clarify your question.In answer to all of those interpretations:It describes a horizontally aligned parabola that proceeds indefinitely to the "left" (ie. negative) whose vertex lies at the point 0, 0y = (-3x)1/2dy/dx = (-3x/2)-1/2∫(-3x)1/2 dx = (-x/2)3/2 + Cx = -y2/3dx/dy = -2y/3∫(-y2/3) dy = -y3/9 + C

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