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The relationship between the tangent line at a point and the derivative of a function is the slope of the tangent line at a point of a function and the derivative of the function at the same point are equal.

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The relationship between the tangent line at a point and the derivative of a function is that the derivative of a function can be used to find the slope of the tangent line at a point. Along with tangent lines the derivative of a function can also be used to find the slope for normal lines by using the opposite reciprocal of the slope tangent line.

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The relationship between a tangent line at a point and the derivative of a function is that the derivative creates the slope of the tangent line.

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The relationship between the tangent line at a point and the derivative of a function is that the derivative is what determines the slope of the tangent line where it intersects the function at one point.

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We use the derivative of a function to find the slope of the tangent line at a point. We can also find the normal point and tangent points creating an intersecting line showing exactly where the tangent point is.

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The relation is that a tangent line will intersect a given part of a graph at one point, only grazing it. The derivative (Graph) of a function shows the slopes of the original graph and pluggin in the x value for a given point in f'(x) shows the slope at that given point on f(x)

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The relationship between the tangent line at a point and the derivative of a function is that the derivative of a function is used to find the slope of the tangent line at a point.

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The relationship between the tangent line and the derivative of a function is at a point which the derivative is determined of the slope of the tangent line at a point which is equal

Sorry for the late response I didn't realize we had to complete it.

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The relationship between the tangent line at a point and the derivative of a function is we use the derivative of the function to determine the slope of the tangent line.

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The relationship between the derivative and the tangent line at a point, is that the derivative determines the slope of the tangent line at the given point.

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A derivative function is a way to find a slope(vague)  but within the that slope, at certain points are tangent lines (specific) meaning the relationship between the tangent line at a point and the derivative of a function is that they both will always be in a slope.

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The relationship between the tangent line at a point and the derivative of a function is the tangent line touches one point on the graph and the derivative of the function is the slope of the tangent line

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- Add your individual response by clicking on the Pink Plus Sign in the bottom right :)

- Add your name as the title like I did.

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The derivative of a function is the formula for the tangent line's slope at any given point. Plugging in a x value into the derivative formula will give you the slope of the tangent line.

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The relationship between the derivative of a function and a derivative is that the slope of the tangent line is equal to the derivative of the function at the same point.

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The relationship between the derivative of a function, and the tangent line at a point on that function would be that while the tangent line touches the graph at one point, the derivative of a function is a formula for the slope of the tangent line of that function at any point. Sorry it was late, couldn't open it in class.

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The derivative of a function is a formula for the slope of the tangent line to that function any point.

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The derivative of a function can be used to find the slope of the particular point where the tangent line intersects the function.

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The derivative of a function is used to find slope of a tangent line using only one point instead of two.

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The derivative is a tool for measuring the slope of the tangent line at any particular point. The slope of the tangent line at a point on the function is equal to the derivative of the function at the same point.

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The relationship between the derivative of a function and the tangent line at a point on the function is that the tangent line is a point on the graph and the derivative helps find the slope.

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The derivative of a function is a formula that provides the slope of a tangent line at any point. If you input the x value of any point into the derivative formula, the output will be the slope of the line tangent to the point you chose.

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A tangent line intersects the function at one point. With that one line, we can determine the slope by finding the derivative.

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The tangent line at a point intersects/touches the graph at one specific point. The derivative of a function is a formula for the slope of the tangent line of that function at any point. Simply: tangent = specific point, derivative = any point.

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The derivative is a formula that helps you to find the slope of a tangent line that passes through a function at one point instead of needing two pints to find the slope.

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A tangent line intersects a graph at one specific point. A derivative is a function that allows us to find the slope of a tangent line at any given point along the graph.

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The relationship between the derivative of a function and the tangent line at a point of that function, is that the derivative is a formula that shows you how to find the slope of the tangent line that passes through the specific point on the function.

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The relationship between between the derivative of a function and the tangent line at a point on the function is that the tangent line is a line that touches that one point only and the derivative of a function is a formula that shows us the slope of that tangent line.

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A tangent line to a point is a line that touches only one point on the function. The derivative of a function is a formula determining the slope of a tangent line on any point in the function.

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The relationship is that the tangent line at a point is when the line touches the curve of the graph at a certain point while the derivative of a function gives us the actual slope of the tangent line of the function hitting a certain point.

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Sorry I did this late but I didn't finish during class so I decided to do it at home. The relationship between the derivative of a function and the tangent line at a point is that the dervative function finds the tangent line of a point. Dervative function finds the slope and then u can graph the line.

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The tangent line at a point is a line that touches only 1 point on the given function and the derivative of that function is the slope of the tangent line to the same function.

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For a given function, at a point on the function the slope of the tangent line  is equal to the derivative of the same point.