Graph y 3 5x

    • How do you graph y=-3x?

      Y=3x is a simple linear equation. To graph a linear equation Y=3x means to draw a line in the 2-D plane. Notice that the intercept on y-axis is 0 meaning the line will pass through the origin and slope of line is 3. However, graphing this line is fairly straightforward. For every value of x in real number, Y is 3 times that value of x.


    • What is the y-intercept of the graph y=-3x?

      Y=3x is a simple linear equation. To graph a linear equation Y=3x means to draw a line in the 2-D plane. Notice that the intercept on y-axis is 0 meaning the line will pass through the origin and slope of line is 3. However, graphing this line is fairly straightforward. For every value of x in real number, Y is 3 times that value of x.


    • What is the slope of the graph y=-3x?

      Y=3x is a simple linear equation. To graph a linear equation Y=3x means to draw a line in the 2-D plane. Notice that the intercept on y-axis is 0 meaning the line will pass through the origin and slope of line is 3.


    • [PDF File]Parallel and Perpendicular lines

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      3 Note: This worksheet is supported by a flash presentation, under Mausmi’s Math Movies. Mausmi Jadhav Q3: Write the equation in slope-intercept form of the line that is parallel to the graph of each equation and passes through the given point. 1. y = 3x + 6; (4, 7) 2. y = x – 4; (-2, 3) 3. y = ½ x + 5; (4, -5) 4. y + 2x = 4; (-1, 2)


    • [PDF File]C3 Functions - Modulus Functions - Physics & Maths Tutor

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      =f( )y x (3) On your sketch show the coordinates of all turning points and the coordinates of the point at which the curve cuts the y-axis. The curve with equation y = f(x) is a translation of the curve with equation y = x2. (c) Find f(x). (2) (d) Explain why the function f does not have an inverse. (1) (Total 10 marks) 3. Sketch the graph of y ...


    • [PDF File]C3 Functions - Transformations and graphs - Physics & Maths Tutor

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      The figure above shows the graph of y = f (x), 1 < x < 9. The points T(3, 5) and S(7, 2) are turning points on the graph. Sketch, on separate diagrams, the graphs of (a) y = 2f(x) – 4, (3) (b) = y x f( ). (3) Indicate on each diagram the coordinates of any turning points on your sketch. (Total 6 marks) Edexcel Internal Review 4


    • [PDF File]Chapter 3.4(b) Graphing Fucntions.notebook

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      A mouse can run 3.5 meters per second. The function y = 3.5x describes the distance in meters the mouse can run in x seconds. Graph the function. Use the graph to estimate how many meters a mouse can run in 2.5 seconds. Distance a Mouse can Run Time (seconds) Distance (meters)


    • [PDF File]Functions - University of North Carolina at Chapel Hill

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      Wheneverapoint(x,y)ison the graph, the point is also on the graph. Definition. A graph is sym-metric with respect to the y-axis if ... Wheneverapoint(x,y)ison the graph, the point is also on the graph. Definition. A graph is sym-metric with respect to the ori-gin if ... Wheneverapoint(x,y)ison the graph, the point is also on the graph. 20


    • [PDF File]Graph Transformations - University of Utah

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      Suppose you know what the graph of a function f(x) looks like. Suppose d 2 R is some number that is greater than 0, and you are asked to graph the function f(x)+d. The graph of the new function is easy to describe: just take every point in the graph of f(x), and move it up a distance of d. That


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