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Lesson 2: Translations

Translating points

Let's practice translations on a coordinate plane. A translation is a way to move a point or shape by a certain number of units in a certain direction. For example, we can translate a point by moving it 5 units left and 3 units up. We describe this translation algebraically using the coordinates (x-5, y+3).

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• l can't understand this make it simple for you to get it
• You literally just move it. If asked to translate a point (x+1,y+1), you move it to the right one unit because + on the x-axis goes to the right, and move it up one unit, because + on the y-axis goes up. Now, if asked to translate (x-1,y-1) You move it to the left one unit since - on the x-axis goes to the left, and move it down one unit since - on the y-axis goes downwards.
• how do i solve the equation when they dont even give me an x and y axis?
• Here are some tips:
Look at the numbers. You are doing addition and subtraction! Remember that moves up and to the right mean adding to the number, and moving down and to the left means subtracting.
If all else fails, draw a graph on a scrap piece of paper.
• I understand this but when i go the quiz I don't understand nothing
• I don't understand where "Sal" got all these numbers from. im confused...?
• The numbers he mentioned were, essentially, the coordinates of the points.
• What happens if one goes left and the other goes up?
• Then it is no longer a translation. For a translation to be possible, all must move the same distance
• these is like a formula
• (x, y) → (x + 7, y - 1)
• help me with practice translate point