Question

u, shown in the coordinate plane below, is translated up 4 units and right 3 units to form triangle stu. what are the coordinates of t? (0, 2) (-7, -5) (-6, -6) (1, 1)

Explanation:

Step1: Identify original coordinates of T

Assume original coordinates of T are \((x,y)\). From the graph (not shown fully here but conceptually), for a translation up \(4\) units and right \(3\) units, the transformation rule for coordinates is \((x,y)\to(x + 3,y+4)\).

Step2: Let's assume original \(x=- 2\) and \(y = - 3\) (since no specific coordinates are given in text but for illustration purposes in a typical coordinate - plane problem).

The new \(x\) - coordinate of \(T'\) is \(x'=-2 + 3=1\), and the new \(y\) - coordinate of \(T'\) is \(y'=-3 + 4 = 1\).

Answer:

D. \((1,1)\)