Question

How many line segments are needed to make the letter A? How many angles are there in the letter A? Are they acute, obtuse, or right angles? Are any of the line segments perpendicular in the letter A? Are any of the line segments parallel?

A. 3; 2; Obtuse; None; None
B. 2; 3; Acute; None; None
C. 4; 4; Right; None; None
D. 3; 2; Acute; Some; None

Answer 1

Option D). The letter A is made up of 3 line segments and has 2 acute angles. None of the line segments in the letter A are perpendicular or parallel to each other.

Step-by-step explanation:

The correct answer is D. 3; 2; Acute; Some; None.

Three line segments—one for the left slant, one for the right slant, and one horizontal line in the center—are required to form the letter A.

The letter A has two angles: an acute angle in the upper left corner and an acute angle in the lower left corner.

Because they are both less than 90 degrees, the angles in the letter A are acute.

The letter A has no line segments that are parallel to one another or perpendicular to one another.