I need help please!!
Use the points in the diagram to name the figure.
1. A number line is shown. Point A is labeled to the left and point B labeled to the right on the number line. (1 point)
Modifying above Upper A Upper B with two-way-arrow
modifying above with bar upper A upper B
modifying above upper A upper B with left arrow
Modifying above upper A upper B with right arrow
Use the points in the diagram to name the figure.
2. A line segment is shown. Point M is labeled at the left end and point N is labeled at the right end of the line segment. (1 point)
modifying above upper M upper N with left arrow
modifying above upper M upper N with two-way-arrow
The image shows a ray MN.
modifying above with bar upper M upper N
Use the points in the diagram to name the figure.
3. A left pointing ray is shown. Point J is labeled at the right end point of the ray and point K is labeled to the left. An arrowhead points a short distance left of point K. (1 point)
modifying above upper J upper K with to-way arrow
line segment JK
modifying above upper J upper K with right arrow
modifying above upper J upper K with left arrow
4. Name four line segments that have point D as an endpoint.
A diagram shows two parallel lines cut by a transversal. Lines G F and I H are parallel. Line B E intersects line G F at point C. Line B E intersects line I H at point D. (1 point)
modifying above upper B upper E with bar, modifying above upper B upper D with bar, modifying above upper C upper G with bar , modifying above upper F upper C with bar
modifying above upper B upper D with bar, modifying above upper D upper F with bar, modifying above upper D upper C with bar , modifying above upper D upper G with bar
modifying above upper I upper D with bar, modifying above upper E upper D with bar, modifying above upper H upper D with bar, modifying above upper C upper D with bar
modifying above upper I upper D with right arrow, modifying above upper E upper D with right arrow, modifying above upper H upper D with right arrow, modifying above upper C upper D with right arrow
5. Which is an obtuse angle? (1 point)
angle
angle
angle
angle
6. The measure of angle P is 49.7°. Find the measure of the complement and supplement of angle P. (1 point)
40.3°; 130.3°
130.3°; 40.3°
141.6°; 52.7°
52.7°; 141.6°
7. What is the measure of an angle that is complementary to a 47° angle? (1 point)
43°
53°
153°
180°
Classify the triangle by its sides.
8. Triangle MNO has side lengths of 15, 15, and 20. (1 point)
scalene triangle
isosceles triangle
equilateral triangle
right triangle
Classify the triangle by its sides.
9. A triangle is shown with sides of length 12, 21, and 28 units. (1 point)
scalene triangle
isosceles triangle
equilateral triangle
right triangle
10. Which of the following describes the quadrilateral shown below?
A four sided polygon is shown with the same segment mark on each of the four sides. (1 point)
square
rectangle
rhombus
trapezoid
11. Angela designed a hat pin in the shape of a triangle. All sides of the hat pin are different length. Which type of triangle is Angela’s hat pin? (1 point)
scalene
isosceles
equilateral
right
12. Use the circle to name all of the diameters.
circle (1 point)
segment TR
segment UT, segment RU, segment SR, segment TS
segment OU, segment OR, segment OT
segment OU, segment OR, segment OT, segment TR
13. Find the diameter(s) of circle A.
A diagram of a circle is shown.• The center of the circle is labeled A.
• Point T is on the circle above and to the left of center A. Point S is on the circle above and to the right of center A. Point B is below and to the right of center A.
• Points T and B are on the circle at opposite ends of a line segment that passes through center A.
• Points B and S are connected by a line segment.
• Points T and S are connected by a line segment.
• Point S and center A are connected by a line segment. (1 point)
modifying above upper B upper T with bar, modifying above upper T upper S with bar
modifying above upper A upper S with bar
modifying above upper S upper B with bar, modifying above upper S upper A with bar, modifying above upper T upper S with bar
modifying above upper T upper B with bar
14. Identify the chord(s) of circle A.
A diagram of a circle is shown.• The center of the circle is labeled A.
• Point T is on the circle above and to the left of center A. Point S is on the circle above and to the right of center A. Point R is below and to the left of center A.
• Points R and S are on the circle at opposite ends of a line segment that passes through center A.
• Points T and S are connected by a line segment.
• Point T and center A are connected by a line segment. (1 point)
modifying above upper R upper S with bar
modifying above upper T upper S with bar, modifying above upper R upper S with bar, modifying above upper A upper T with bar
modifying above upper T upper S with bar
modifying above upper T upper S with bar, modifying above upper R upper S with bar
15. Identify all of the central angles.
A diagram of a circle is shown.• The center of the circle is labeled A.
• Point T is on the circle above and to the left of center A. Point S is on the circle above and to the right of center A. Point R is below and to the left of center A.
• Points R and S are on the circle at opposite ends of a line segment that passes through center A.
• Points T and S are connected by a line segment.
• Point T and center A are connected by a line segment. (1 point)
∠RAS
∠TAS
∠RAT, ∠TAS
∠RAT, ∠TAS, ∠RAS
16. Listed in the table is the percentage of students who choose each kind of juice at lunchtime.
grape juice 15%
orange juice 30%
fruit punch 15%
apple juice 40%
Use the table to determine the measure of the central angle you would draw to represent orange juice in a circle graph. (1 point)
54°
30°
108°
90°
17. Find the values of angles h, f, and g.
A large triangle is divided into two smaller triangles by a line segment that extends from the upper vertex to the side opposite.• In the triangle to the left, the segment that divides the larger triangle into two smaller triangles forms a 130 degree angle with the side at the bottom of the triangle. The angle to the left in this smaller triangle measures 20 degrees and the angle at the top of this triangle is labeled lower h.
• In the triangle to the right, the line segment that divided the larger triangle into two smaller triangles forms an angle that is labeled lower g with the side at the bottom of the triangle. The angle to the right in this triangle is labeled lower f and the angle at the top of this smaller triangle on the right measures 60 degrees. (1 point)
h = 40°; f = 20°; g = 50°
h = 30°; f = 60°; g = 50°
h = 30°; f = 70°; g = 50°
h = 60°; f = 20°; g = 50°
18. Identify the polygon and classify it as regular or irregular.
A parallelogram is shown. (1 point)
quadrilateral; regular
quadrilateral; irregular
pentagon; regular
pentagon; irregular
19. Find the measure of l.
two lines intersecting (1 point)
50°
40°
130°
140°
20. Four streets enter a traffic circle at points A, B, C, and D. Name six arcs formed by the streets and the traffic circle.
A map of the Riley Plaza Traffic Circle is shown.Four streets enter the traffic circle. Cabot Street enters at point A on the top right of the circle. Dodge Street enters at point B on the bottom right of the circle. Essex Street enters at point C on the bottom left of the circle. School Street enters at point D on the top left of the circle. A diameter is drawn across the circle connecting points A and C. (2 points)
Essay
Note: Your teacher will grade your response to ensure that you receive proper credit for your answer.
21. Name and describe four types of quadrilaterals. (4 points)
22. Is the figure on the right congruent to the sample figure? Explain.
Two rectangles are shown . One rectangle has sides of 3 cm, 7 cm, 3 cm and 7 cm. The adjacent rectangle has sides of 3 cm, 7 cm, 3 cm and 7 cm. Label at bottom "Sample". (3 points)
don't ask much, do you?
no ideas on any of these?
idk
21. Four types of quadrilaterals are:
- Square: A square is a quadrilateral with all sides of equal length and all angles of equal measure (90 degrees). It is a regular quadrilateral.
- Rectangle: A rectangle is a quadrilateral with opposite sides of equal length and all angles of equal measure (90 degrees). It is an equilateral quadrilateral.
- Rhombus: A rhombus is a quadrilateral with all sides of equal length. Its opposite angles are equal, but the angles are not necessarily right angles. It is an irregular quadrilateral.
- Trapezoid: A trapezoid is a quadrilateral with exactly one pair of parallel sides. The other two sides are not parallel. It is an irregular quadrilateral.
22. Yes, the figure on the right is congruent to the sample figure. Two rectangles are considered congruent when all of their corresponding sides and angles are equal in measure. In this case, both rectangles have sides of 3 cm, 7 cm, 3 cm, and 7 cm, which are exactly the same. Therefore, the two rectangles are congruent.
To answer the questions, first, let's go through each question and explain how to find the answers.
1. To name the figure in the given diagram, we can see that it is a number line with point A labeled to the left and point B labeled to the right. The correct answer is "Modifying above Upper A Upper B with two-way-arrow."
2. In the given diagram, we see a line segment with point M labeled at the left end and point N labeled at the right end. The correct answer is "modifying above upper M upper N with two-way-arrow."
3. The diagram shows a left pointing ray with point J labeled at the right end and point K labeled to the left. The correct answer is "modifying above upper J upper K with left arrow."
4. In the diagram of two parallel lines cut by a transversal, we need to name four line segments that have point D as an endpoint. The correct answer is "modifying above upper I upper D with bar, modifying above upper E upper D with bar, modifying above upper H upper D with bar, modifying above upper C upper D with bar."
5. The question asks for an obtuse angle, but all the answer choices say "angle." Unfortunately, there is no information provided to determine an obtuse angle.
6. The measure of angle P is given as 49.7°. To find the measure of the complement and supplement of angle P, we need to subtract the measure of angle P from 90° (complement) and 180° (supplement). The correct answer is "40.3°; 130.3°."
7. An angle that is complementary to a 47° angle will have a measure of 90° - 47° = 43°. The correct answer is "43°."
8. Triangle MNO has side lengths of 15, 15, and 20. Since all three sides are different lengths, the correct answer is "scalene triangle."
9. The triangle has side lengths of 12, 21, and 28. Since all three sides are different lengths, the correct answer is "scalene triangle."
10. The description of the quadrilateral is a four-sided polygon with the same segment mark on each of the four sides. This describes a "rhombus."
11. Angela's hat pin is described as having all sides of different length, which makes it a "scalene triangle."
12. In the circle, we need to name all of the diameters. The correct answer is "segment OU, segment OR, segment OT, segment TR."
13. In circle A, the diagram shows points T, S, and B connected by line segments. The correct answer is "modifying above upper B upper T with bar, modifying above upper T upper S with bar."
14. In circle A, the diagram shows points T, S, and R connected by line segments. The correct answer is "modifying above upper T upper S with bar, modifying above upper R upper S with bar."
15. In circle A, the diagram shows points T, S, and R connected by line segments. The correct answer is "∠RAT, ∠TAS, ∠RAS."
16. To determine the measure of the central angle for orange juice, we need to use the percentage given in the table. Orange juice is 30% of the total, so the central angle is 30% of 360° = 108°. The correct answer is "108°."
17. To find the values of angles h, f, and g, we need to use the given information. The answer is "h = 30°; f = 60°; g = 50°."
18. The figure shown is a parallelogram. Therefore, the correct answer is "quadrilateral; irregular."
19. The given figure shows two intersecting lines. To find the angle measure, we need more information or an angle measure labeled in the diagram.
20. The diagram shows a traffic circle with four streets entering at points A, B, C, and D. We need to name six arcs formed by the streets and the traffic circle. The correct answer is not provided in the question, so it cannot be determined.
21. The question asks to name and describe four types of quadrilaterals. The answer will depend on the specific types of quadrilaterals mentioned.
22. The question asks if the figure on the right is congruent to the sample figure. To determine if two rectangles are congruent, we need to compare their corresponding side lengths. The given rectangles have the same side lengths, so they are congruent. The correct answer is "Yes, the figure on the right is congruent to the sample figure because they have the same side lengths."