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GCSE: Maths: Algebra: Gradient Function Coursework


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Highest Rated Gradient Function Essays

Looking for the highest rated essays? Here are some Gradient Function essays that have been rated the highest by our users:

Title Members Rating
Analysing Triangle Vertices and Bisectors
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For this investigation, I have to find the relationship between a point of any non-linear graph and the gradient of the tangent, which is the gradient function.
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I have been given the equation y = axn to investigate the gradient function for varied values of "a" and "n".
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The Gradient Function Investigation
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Gradient Graphs Investigation
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The Gradient Function
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Investigation in to the gradient function for all kinds of curves.
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Curves and Gradients Investigation
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The Gradient Function
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The Gradient Function Maths Investigation
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The Gradient Function
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The Gradient Function
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The Gradient Function
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Maths Gradients Investigation
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Gradient Function Maths Investigation
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The Gradient Function.
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Investigate the relationship between the gradients of tangents on the curves of graphs, such as y=x2.
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The Gradient Function
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The Gradient Function
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In this assignment I have been given the task of; 'Investigate gradients of curves'
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The Gradient Function Maths Investigation
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The Gradient Function - Aim: to investigate the gradient function for all kinds of curves.
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Investigating the Gradients of the Graph of the Form ‘y=x2’
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In this project I will be using 2 methods to find the gradients of curves with the formula: y=axn
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Investigating the Gradients of Graphs of the Form ‘y=ax’
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Most Recent Gradient Function Essays

Looking for the most up to date essays? Here are some of the most recently added essays in our Gradient Function category:

Title Members Rating
Gradient Function
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The Gradient Function Coursework
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Maths Coursework - The Open Box Problem
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Algrebra:Gatwick airport temperatures
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Recent Reviews of Gradient Function Essays

What our users think of the Gradient Function essays in this section:

"Should be longer and provide more evidence"
laurenbarry
"Part of this low rating is not the author's fault: the graphs and exponents which are, essentially, a key part of this project are missing and that's merely due to the transfer to it going online. However, the maths isn't particularly strong. The results for the gradient of the tangents are way off and the fix for them to become "correct" seems magic and convenient. The evaluation is poor, and considering all it says is "measurements could go wrong: and did," really isn't contributing anything. The idea of proof is misguided. A formula is constructed from the data, and when tested against the data, the author asserts it is correct. At GCSE level a more concrete understanding is not necessary at any means, but this seems to me to be a real surface level understanding. No means of explanation or interpretation of the result is offered. TSR User:DavyS"
TSR
"Very good, nice graphs"
prynxc
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