Y 3X 5 Table. PDF file4) x + 8y = 2 (10 –1) 5) y = 6x + 7 (2 21) 6) 3x – y = 26 (6 –8) Part 2 Graph the linear equations using a table of values 7) y = x + 2 8) y = x – 3 x x –3y (x y) 3 1 2 x x + 2 7 4 0 9) y = 2x – 1 10) y = 3x – 7 x 11) y = –4x + 8 12) y = 7 – 2x x 3x – 7y (x y) 4 1 0 x 2x 1 5.
The Derivative tells us the slope of a function at any point There are rules we can follow to find many derivatives For example The slope of a constant value (like 3) is always 0 The slope of a line like 2x is 2 or 3x is 3 etc and so on Here are useful rules to help you work out the derivatives of many functions (with examples below)Note the little mark ’ means derivative of and.
Classwork… Graphing Linear Equations using X/Y Tables
y – 5 = 2/5(x – 3) 12 The table shows the height of a plant as it grows Which equation in pointslope form gives the plant’s height at any time? A table is shown with the first column labeled Time in months and contains the values 3 5 7 9 from top to bottom The second column is labeled Plant height in centimeters with the corresponding values of 21 35 49 63.
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PDF file1!!!(a) On the grid draw the graph of x = 3 (1)!(b) On the grid draw the graph of y = 1 (1)!(c) Write down the coordinates of where the two lines met.
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PDF fileThe event ‘X > Y ’ in the unit square Example 5 Suppose X and Y both take values in [01] with density f(xy) = 4xy Show f(xy) is a valid joint pdf visualize the event A = ‘X < 05 and Y > 05’ and nd its probability answer.
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What is the YIntercept? [Sample Questions]
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Below are three ways to identify the yintercept on a graph in a table or with an equation The quadratic equation \(y=2x^23x+4\) is written in standard form This makes it easier to identify the yintercept because c always represents the yintercept The graph shows a quadratic equation that intersects the yaxis at 4 and the only equation where c is equal to 4 is.