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Option(B)
Step-by-step explanation:
(i) A + C + D = 3B.
(ii) A + B + D = 4C
(iii) A + B + C = 5D.
(iv) A + D = 99.
Substitute (iv) in (ii), we get
B + 99 = 4C
(B + 99)/4 = C ------ (v)
Substitute (v) in (1), we get
⇒ 99 + (B + 99)/4 = 3B
⇒ 396 + B + 99 = 12B
⇒ 396 + 99 = 12B
⇒ 495 = 12B
⇒ B = 45.
Substitute B = 45 in (v), we get
⇒ (B + 99)/4 = C
⇒ (45 + 99)/4 = C
⇒ C = 36
Now,
B + C = 45 + 36
= 81.
Therefore, Sum of the other two shares = 81
Hope this helps!
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