Given that a triangle in the coordinate plane has coordinates of (3, 5), (1, −3), and (−3, 4). Now these points are translated and the new coordinates are (1, 7), (−1, −1), and (−5, 6).
Questioon says to find which type of translation occured from the given choices.
It can be easily found by drawing the given coordinates.
Original position of the triangle is drawn in Brwon colour.
New position of the triangle is drawn in Green colour.
From graph we can clearly see that each of the original coordinate moves two unit left then 2 units upward to get new coordinate.
Hence choice "A) It moved left two units and up two units." is the final answer.
Answer:
1. multiply 32 on both sides to get rid of the fraction
which leaves you with
68≤1-u
2. You can add the U to one side and subtract 68 from the other side
which leaves you with
u≤-67
area = x^2 -10x+25
side = sq root area
x^2-10x+25 = (x-5)(x-5) = (x-5)^2
=》 side = (x-5)
<span>4x^2-4x-120
=4(x^2 - x - 30)
=4(x-6)(x+5)
answer
</span><span>B.x-6</span>