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A company sells two types of shares A a...

A company sells two types of shares A and B. The market value of A is `50%` more than that of B and is `25%` less than the face value of A. The market value of A and face value of B are equal. By what percentage is the sum of the face values of both more than the sum of the market values of both?

A

`30%`

B

`45%`

C

`35%`

D

`40`

Text Solution

Verified by Experts

The correct Answer is:
D
(i) Find the face values of A and B.
(ii) Let the MV of each share of type B be Rs.x.
(iii) Now, MV of each share of type A be `150%` of x.
(iv) FV of each share of type B = MV of each share of type A.
(v) Similarly find FV of each share of type A.
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