Featured titleगणित

Graphing (5th grade)

Name: Graphing (5th grade)
Genre: गणित
Released: 2021-06-12

गणित

I show how to plot points on the coordinate grid, and how to find the x amd y-coordinates of points already plotted. Then we draw a triangle, and move it four units up and five units to the left, in the grid.

वर्ष

2021

अवधि

45m

IMDb

अभी देखें

आपको ये भी पसंद आ सकते हैं

गणित0

Year5 Maths

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In the first part of this lesson, I construct a histogram using ages of swimming club participants. Those get grouped into bins, and then it's easy to draw the histogram just like a bar graph, but the bars touch each other. Secondly, we have data about girls' and boys' favorite colors, and I draw a double bar graph out of that. Check out my other math videos for 5th grade at

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We look at two numerical (linear) patterns created by adding or subtracting the same number (the rule), and their graphs in the coordinate grid. For example, if we add 1 to the x-coordinate and add 2 to the y-coordinate, and plot the points, the resulting graph looks like dots on a LINE - thus the name "linear" pattern. In algebraic terms, in this case, y = 2x, or every y-coordinate is double the x-coordinate. If we subtract the same amount from the y-coordinate each time, (and add some same amount to the x), we get a descending line. Then, I show some linear patterns of dots in the coordinate plane, and the task is to figure out the NUMERICAL patterns for the coordinates. It turns out, we can also visualize the rule for the patterns. For example, if the rule for x is "add 3" and the rule for y is "add 2", we can draw a staircase, just like when determining a slope of a line... the run is 3 units and the rise is 2 units. This lesson covers the common core standard 5.OA.3 about two nume

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This is an introduction to graphing points in the coordinate grid that follow a simple numerical pattern. The patterns we look at all form a linear geometric pattern in the grid (the points look like on a line). The patterns in this lesson are either given algebraically (such as y = 12 - 2x), or we first continue the existing pattern in the given ordered pairs, and then write the rule in algebraic form (such as y = 2x or x + y = 10). The lesson ties in with the common core standard 5.OA.3 and covers most of it, though not completely. The follow-up lesson found here covers the rest of the story: (This common core standard requires that the patterns be given using two given rules, one for the x-values and the other for y-values, whereas in this particular lesson, the patterns are deduced from the given ordered pairs or from the way the x and y values relate to each other.)

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Graphing (5th grade)

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