SOLUTION: Let A = (-5, -1) be a point. Find the point B obtained by translating A 6 units right and moving 1 unit down.

Question 1134513: Let A = (-5, -1) be a point. Find the point B obtained by translating A 6 units right and moving 1 unit down.
Found 2 solutions by ikleyn, mathsolverplus:
Answer by ikleyn(52786) (Show Source): You can put this solution on YOUR website!
.

Add 6 to x-coordinate and subtract 1 from y-coordinate.

Answer by mathsolverplus(88) (Show Source): You can put this solution on YOUR website!
"6 units right" means that you need to add 6 to -5 (your x-coordinate)
"1 unit down" means that you need to subtract 1 from -1 (your y-coordinate)

Point B:
(-5+6, -1-1) -> (1,-2)

If you need additional help, please message us through social media!!! We can't reply your comments here unfortunately :(
Instagram (@mathsolver.plus): https://www.instagram.com/mathsolver.plus/
Twitter (@MathSolverPlus): https://twitter.com/MathSolverPlus
Snapchat (@mathsolverplus)
Email: mathsolverplus@gmail.com
RELATED QUESTIONS
Let 'f' be the function whose graph is obtained by translating the graph of y=1/x to the... (answered by solver91311)
Express how the graph of f can be obtained from the graph of y=1/x f(x)=- 1 -2 (answered by ewatrrr)
If the function g (x) = f (x + 2), how can the graph of the function g(x) be obtained... (answered by Boreal)
here ar my neices questions? I have also included my answers unsure if i did them right. (answered by mananth)
find the function (x) whose graph can be obtained by translating the graph of y=4x+5 up 9 (answered by josgarithmetic)
Find the coordinate of the image of point (5, 2) translated down 4 units and left 1... (answered by stanbon)
Given the points (1,4), (3,6), (1,0) and (3,2), graph to prove it is a parallelogram.... (answered by greenestamps)
Find The Function Of G(X)Whose Graph Can Be Obtained By Translating The Graph Of Y=5x+7... (answered by stanbon)
Find the function g(x) whose graph can be obtained by translating the graph of y = 2x + 7 (answered by josgarithmetic)