Mathematics, 20.09.2020 06:01 datboyjulio21

The variables x and y satisfy the equation 5^2y = 3^2x+1 By taking natural logarithms, show that the graph of In y against In x is a straight line, and find the exact value of the gradient of this line and state the
coordinates of the point at which the line cuts the y-axis.

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The variables x and y satisfy the equation 5^2y = 3^2x+1 By taking natural logarithms, show that the...

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The variables x and y satisfy the equation 5^2y = 3^2x+1 By taking natural logarithms, show that the graph of In y against In x is a straight line, and find the exact value of the gradient of this line and state the coordinates of the point at which the line cuts the y-axis.

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The variables x and y satisfy the equation 5^2y = 3^2x+1 By taking natural logarithms, show that the graph of In y against In x is a straight line, and find the exact value of the gradient of this line and state the
coordinates of the point at which the line cuts the y-axis.