![]() Permission to copy for single classroom use only.Įlectronic distribution limited to single classroom use only. For an ordered pair ((x, y)), the (x)-axis. The place these axes intersect is called the origin. The Cartesian coordinate plane, shown below, uses a grid system to plot ordered pairs using two number lines at the same time called the (x)-axis and (y)-axis. Content of word problems is from a variety of 7th grade topics including ratios, area, constant of proportionality and integers. ★ Please note: If you are having difficulty with this file, please visit the FAQs section, submit a help ticket, or ask me a question on the Q&A tab before leaving feedback. To create a graph, we start with what is called the Cartesian Coordinate Plane. Students will practice graphing on the coordinate plane, scale drawings and solving word problems in this fun partner Christmas math scavenger hunt.Each partner begins by solving four word problems. Thank you so much!Ĭlick ★ HERE★ to follow my store and be notified when new products are uploaded.Īll new resources are on sale for the first 24-48 hours! Maths Christmas Coordinates Santa Activity - A fun Christmas activity to help students practise plotting and using coordinates. *As always, please ask ANY and ALL questions before purchasing. Maths Christmas Triangular Dominoes Activity Pack - Students can play a fun game of dominoes and create a Christmas shape with them by using this brilliant resource. Coordinate Graphing Ordered Pairs BUNDLE.Ordered pair page without each section labeled to complete as a mystery picture Ordered pair page with each section clearly labeled Christmas Math Coordinate Graphing Mystery Pictures: Santa, Reindeer, Elf, Gingerbread Man: Practice plotting ordered pairs with these fun Christmas mystery pictures Use them throughout the whole month of December and add them to your bulletin board for a fun display. Start by finding the x-coordinate of the point on the x-axis. For example, the coordinate (9, 7) would indicate nine units to the right of the origin and seven units above the origin. These can be written as an ordered pair in the form of (x, y). Blank graphing paper (with and without decimals) Step 1: determine the coordinates of your points. A page with all of the ordered pairs plotted on the graph With the digital version, you have the option to go 100% paperless.Īll of your students can complete the same mystery picture, but work at their own level! **A digital version is also included for use with Google Classroom.** One picture to be graphed in this first quadrant with positive whole numbers only.One picture to be graphed in all four quadrants with positive and negative whole numbers only. ![]() One picture to be graphed in all four quadrants with positive and negative whole numbers and decimals.Included are Four Christmas-Themed Coordinate Graphing Mystery Pictures:Įach picture has three different graphing options to easily provide differentiation in your classroom. In this Christmas Coordinate Graph project, students will graph the given coordinate points to create a detailed, fridge-worthy Christmas picture. It can be used as a review or as in introductory activity. It is best used during the Christmas season. Please download the preview to see more of what's included in this document This activity reinforces plotting points in all four quadrants to reveal a reindeer. We account for this on the graph by sketching a picture of a graph suggested by the points plotted.This document has been updated and revised to include three different levels of differentiation. Recall that when a function is defined by an equation, we have a lot of inputs for \(x\) to choose from. Draw the function by connecting the dots.Use the ordered pairs to plot the graph of the function.Create ordered pairs from the inputs and their outputs add to table.Compute the outputs \(f(x)\) corresponding to each input \(x\) by plugging the \(x\) value into the rule for \(f(x)\) add these to the table.Choose several inputs to use to create ordered pairs convenient numbers such as -1, 0, 1 are good to include, and often times, 4-5 points is sufficient to get an idea of what the graph will look like. ![]()
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