Part F
2 answers:
<em>The question is in relation to an exercise of creating two circles with centers at two different points, point A, and point B, with coordinate (x₁, y₁), and (x₂, y₂), and and different radii, r₁, and r₂ with all values being integers</em>
The selected points are A(2, 3), and B(23, 8)
The difference represents a translation of 5 units Up
Please see attached drawing created with MS Excel
Method for arriving at answer
<em>Question parts of the question that may be missing are;</em>
<em>Part A; Create two circles; First circle with center A at point (x₁, y₁), and radius r₁, second circle, with center B, at point with coordinate (x₂, y₂), and radius r₂</em>
<em>Where;</em>
<em>x₁, y₁, x₂, y₂, r₁, r₂ are integers</em>
<em>(x₁, y₁) ≠ (x₂, y₂)</em>
<em>r₁ ≠ r₂</em>
<em>Part B asks what must exist for circle A and circle B to be similar</em>
<em>What must exist is that the two circles must be real circles, because all circles are similar</em>
<em>Part C asks for the </em><em>difference </em><em>between the x-</em><em>coordinates </em><em>of point A and point B</em>
<em>Given that the point A is chosen as (2, 3), and point B, is chosen as (23, 8), the difference between the x-coordinates between the point A and point B is 23 - 2 = 21</em>
<em>Part D asks in terms of </em><em>transformations </em><em>what the difference represents</em>
<em>The difference represents a </em><em>transformation</em><em> from point A to point B of 21 units to the right</em>
<em>Part E asks for the y-coordinate difference between the points</em>
<em>The </em><em>y-coordinate difference</em><em> is 8 - 3 </em><em>= 5</em>
Therefore;
Part F In terms of transformations reflections, rotations, and translations, the difference represents a translation of 5 units up
Learn more about transformations here;
You might be interested in