Line segment division

Online Math Practice
Login
Register

Nursery LKG UKG Class 1 Class 2 Class 3 Class 4 Class 5 Class 6 Class 7 Class 8 Class 9 Class 10

Question Follow

Steps to construct a similar triangle whose sides are 1/3 of the another triangle of sides 5 cm, 6 cm and 10 cm are given below. Which is the correct missing STEP-6 ?

STEP-1: Draw a triangle △MOR of sides 5 cm, 6 cm and length of OR is 10 cm.
STEP-2: Draw a line OX, making an acute angle with OR.
STEP-3: Locate 3 points A, B, C on OX so that OA=AB=BC
STEP-4: Join CR.
STEP-5: Through the point A, draw a line parallel to CR (by making an angle equal to ∠OCR) at A intersecting OR at the point P.
STEP-6:
STEP-7: △OPN is the required triangle.

	(A)	Through O, draw an arc of radius 10 cm which intersects OM at N
	(B)	Through the point P, draw a line parallel to MR (by making an angle equal to ∠ORM) at P intersecting OM at the point N.
	(C)	Through the point P, draw a line perpendicular to OM (by making an angle equal to ∠ORM) at P intersecting OM at the point N.
	(D)	none of given options

Instructions:

1. Click the option that matches the question given above.
2. For some of the questions, click icon to hear the question.
3. When your answer is complete, click on the button. If the answer is not correct, the correct answer will be displayed.
4. Click button to go to the next question. You cannot go to the next question without answering the present question.
5. Click button to clear the answer box.
6. If 'select the option' message is displayed even though you have selected an option, try to select the option again and then submit.
7. If the answer that you have entered matches with the answer displayed, you can consider your answer as correct. You can inform us about this by clicking the link below.
8. If entered number does not display in the answer box, you may try to refresh the page.
9. While practicing do not open more than 1 wwolt.com page in the same browse. This may give incorrect answer.
10. If you find any issue with the question, you can inform us about it by clicking the link below.

Thank you for using this site, you can leave your suggestion/feedback here

Home About Us Contact Us Terms of Use Privacy Policy	How WWOLT works Online Practice Sitemap	Follow us on
Copyright © 2011-2026 WWOLT^®. All Rights Reserved. By using (or visiting) wwolt.com website, you agree to the terms of use as given in https://wwolt.com/termsofuse