Question

look at ∠a and ∠e. complete the statements. the measure of ∠a is? degrees. the measure of ∠e is? degrees. the angles have? . image of a grid with two quadrilaterals, abcd and efgh, where abcd is translated to get efgh

Explanation:

Step1: Analyze $\angle A$

In figure $ABCD$, side $AB$ is horizontal and side $AD$ is vertical. So, $\angle A$ is formed by a horizontal and a vertical line, which is a right angle. A right angle measures $90^\circ$. So, $m\angle A = 90$.

Step2: Analyze $\angle E$

In figure $EFGH$, side $EF$ is horizontal and side $EH$ is vertical. So, $\angle E$ is also formed by a horizontal and a vertical line, making it a right angle. Thus, $m\angle E = 90$.

Step3: Compare the angles

Since both $\angle A$ and $\angle E$ measure $90^\circ$, they have equal (or the same) measures.

Answer:

The measure of $\angle A$ is $90$ degrees.
The measure of $\angle E$ is $90$ degrees.
The angles have equal measures (or "the same measure").