Answer:
i have no idea
Step-by-step explanation:
The correct answer is -The position changes, and the angles remain congruent. or C.
The size does not change because the shape is only moving to new coordinates not growing or shrinking.
This means the shape also does not change.
When you translate a shape in geometry it means you are changing the position. But the shape will remain the same, meaning the angles remain congruent.
The <em>Laplace</em> transform of the <em>non-homogeneous second order differential</em> equation is
.
<h3>How to determine the Laplace transform of a non-homogeneous second order differential equation </h3>
A <em>Laplace</em> transform is a <em>frequency-based algebraic</em> substitution method used to determine the solutions of <em>differential</em> equations in a quick and efficient manner.
In this question we shall use the following <em>Laplace</em> transforms:
(1)
(2)
(3)
(4)
Now we proceed to derive an expression fo the <em>Laplace</em> transform of the solution of the <em>differential</em> equation:



The <em>Laplace</em> transform of the <em>non-homogeneous second order differential</em> equation is
. 
To learn more on Laplace transforms, we kindl invite to check this verified question: brainly.com/question/2272409
1/6*18=3 gallons.
he should make 3 galls of punch. (B)