General instructions for the test
- The set has 10 questions. The configured time limit is 15 minutes. The timer starts after you confirm the rules.
- The question palette on the right of the screen shows the status of each question, using these symbols:
- 1 You have not visited the question yet.
- 2 You have not answered the question.
- 3 You have answered the question.
- 4 You have not answered the question, but have marked it for review.
- 5 You have answered the question and marked it for review. It will be considered for evaluation.
- Click a question number in the palette to go to that question directly. Note that this does not save your answer to the current question.
- Click Save & Next to save your answer to the current question and go to the next one. Click Mark for Review & Next to save your answer, mark the question for review and go to the next one.
- To change your answer, select another option. To remove it, click Clear Response.
- For section navigation, calculator permission and scoring, use the rules shown before this particular set. They may differ between sets and from an official assessment.
- Scoring is shown before you begin. Unanswered questions carry no penalty. Feedback mode has no time limit or negative marking.
- Click Submit when you have finished. Your report then shows every answer, its solution and the time you spent on each question.
Practice mode has no clock and no negative marking; the answer and solution appear as soon as you choose an option.
Geometry Test 2: questions and answers
Take the test first if you want an honest score. The answers and solutions below are folded away until you open them.
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1. Find the area of a rectangle whose length is 20 cm and breadth is 9 cm.
- 58 sq cm
- 184 sq cm
- 180 sq cm
- 186 sq cm
Reference:
q-10cf516b-72· Report this questionShow answer and solution
Answer: C. 180 sq cm
Area = length × breadth = 20 × 9 = 180 sq cm. -
2. Find the circumference of a circle of radius 35 cm. (Take π = 22/7)
- 220 cm
- 110 cm
- 3,850 cm
- 187 cm
Reference:
q-aaeb4018-68· Report this questionShow answer and solution
Answer: A. 220 cm
Circumference = 2πr = 2 × 22/7 × 35 = 220 cm. -
3. Two angles of a triangle measure 59° and 50°. Find the third angle.
- 19°
- 71°
- 81°
- 251°
Reference:
q-29f7c423-68· Report this questionShow answer and solution
Answer: B. 71°
The angles of a triangle add up to 180°. Third angle = 180° − 59° − 50° = 71°. -
4. The two shorter sides of a right-angled triangle are 18 cm and 80 cm. Find the length of its hypotenuse.
- 98 cm
- 83 cm
- 84 cm
- 82 cm
Reference:
q-3ab025d2-105· Report this questionShow answer and solution
Answer: D. 82 cm
Hypotenuse = √(18² + 80²) = √6724 = 82 cm. -
5. How many diagonals does a octagon (8 sides) have?
- 26
- 20
- 28
- 40
Reference:
q-bdfba20f-50· Report this questionShow answer and solution
Answer: B. 20
Number of diagonals = n(n − 3) / 2 = 8 × 5 / 2 = 20. -
6. Find the volume of a cube whose edge is 6 cm.
- 252 cubic cm
- 240 cubic cm
- 144 cubic cm
- 216 cubic cm
Reference:
q-44eb39b3-46· Report this questionShow answer and solution
Answer: D. 216 cubic cm
Volume = edge³ = 6³ = 216 cubic cm. -
7. Find the area of a rectangle whose length is 29 cm and breadth is 25 cm.
- 721 sq cm
- 725 sq cm
- 108 sq cm
- 723 sq cm
Reference:
q-5fe4588c-73· Report this questionShow answer and solution
Answer: B. 725 sq cm
Area = length × breadth = 29 × 25 = 725 sq cm. -
8. Find the circumference of a circle of radius 28 cm. (Take π = 22/7)
- 176 cm
- 149 cm
- 2,464 cm
- 88 cm
Reference:
q-b139be46-68· Report this questionShow answer and solution
Answer: A. 176 cm
Circumference = 2πr = 2 × 22/7 × 28 = 176 cm. -
9. Two angles of a triangle measure 69° and 36°. Find the third angle.
- 70°
- 75°
- 255°
- 15°
Reference:
q-62f84c0-68· Report this questionShow answer and solution
Answer: B. 75°
The angles of a triangle add up to 180°. Third angle = 180° − 69° − 36° = 75°. -
10. The two shorter sides of a right-angled triangle are 24 cm and 45 cm. Find the length of its hypotenuse.
- 51 cm
- 54 cm
- 50 cm
- 69 cm
Reference:
q-9d38e906-105· Report this questionShow answer and solution
Answer: A. 51 cm
Hypotenuse = √(24² + 45²) = √2601 = 51 cm.