Home
Class 14
REASONING
Part : Whole : : Arc : ?...

Part : Whole : : Arc : ?

A

Triangle

B

Square

C

Circle

D

Emigrant

Text Solution

Verified by Experts

The correct Answer is:
C
Whole is the complete form of Part. Similarly, Circle is the complete form of Arc.
Promotional Banner

Topper's Solved these Questions

  • ANALOGY OR SIMILARITY

    KIRAN PUBLICATION|Exercise TYPE-II|40 Videos

  • ANALOGY OR SIMILARITY

    KIRAN PUBLICATION|Exercise TYPE-III|373 Videos

  • ANALOGY OR SIMILARITY

    KIRAN PUBLICATION|Exercise TYPE-V|37 Videos

  • ARRANGEMENT OF WORDS IN LOGICAL ORDER

    KIRAN PUBLICATION|Exercise TYPE II|199 Videos

Similar Questions

Explore conceptually related problems

Comparison of parts of a whole may be done by a

The diagram shown two arcs, A and B. Arc A is part of the circle with centre O and radius O P . Arc B is part of the circle with centre M and radius P M , where is the mid-point of PQ. Show that the area enclosed by the two arcs is equal to 25(sqrt(3)-pi/6)c m^2

A geometric representation showing the relationship between a whole and its parts is a

State True or False ; If a whole or an object is divided into a number of equal parts, then each part represents a fraction.

A certain number is divided into two parts such that 5 times the firsts part added to 11 times the second part makes 7 times the whole. The ratio of the first part to the second part is

In figure, triangle QRS is an equilateral triangles. Prove that, (1) arc RS cong arc QS cong arc QR (2) m(arc QRS)=240^(@) .

In the figure , Delta QRS is an equilateral triangle. Prove that (1) arc RS ~= arc QS ~= arc QR (2) m (arc QRS ) = 240^(@) . Proof :

Find the value of : arc sin (1/2) + arc cos (1/2)