Find the coordinates of the point on the given curve at which its gradient has the given value y=x+1/x, gradient =2
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(-1,0) and (1,0)
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Coordinates in math are a pair (or set) of numbers, written as (x,y), that define the exact location of a point on a 2D plane or grid, relative to a reference point called the origin (0,0). The first number (x-coordinate) indicates horizontal position, while the second (y-coordinate) indicates vertical position.
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The gradient in differentiation represents the instantaneous rate of change or the slope of a curve at a specific point. It is calculated by finding the derivative dy/dx of a function and substituting a specific x-value. Geometrically, it is the slope of the tangent line to the curve at that point.
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(16^16) ^(1/2)
=16^(16/2)
=16^8
=(4^2)^8
=4^(2^8)
=4^16 โ
=16^(16/2)
=16^8
=(4^2)^8
=4^(2^8)
=4^16 โ
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