If this trapezoid is moved through the translation (x+1,y-3), what will the coordinates of A be?
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Answer:
A' = (- 5, - 1)
Step-by-step explanation:
The coordinates of point A = (- 6, 2)
Under the translation (x + 1, y - 3)
Add 1 to the x- coordinate of A and subtract 3 from the y- coordinate of A
A' = (- 6 + 1, 2 - 3) → A' = (- 5, - 1)
Based on the fact that there are 4 points which are given below, we have to move the trapezoid to the points of A will be (x+1, y-3). The coordinates of A be A(-6,2) =>A'(-5, -1)
A trapezoid is regarded as a quadrilateral that has only one pair of opposite sides that are said to be parallel.
The points on the graph are:
A(-6,2) =>A'(-5, -1)
B(-5,4) =>B'( -4,1)
C(-2,4)=> C'(-1,1)
D( 1,2) => D'(2,-1)
It is made up of a right angles (called right trapezoid), and it can also contain a congruent sides (isosceles). Note that in the above, the only way the trapezoid can fit into the translation movement (Point A)is if it is moved to the points of (x+1, y-3) on the graph.
The coordinates of A be A(-6,2) =>A'(-5, -1).
Find out more information about trapezoid here
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