Question

Please solve it guys


Correct answer will be brainlist

☺️​

Answer 1

Answer:

48

Step-by-step explanation:

$\frac{(A+B+C)}{3}$=33

 30+B+C=33 x 3

30+ B+C=99

B+C = 99-30

B+C=63

Now,

$\frac{(B+C+D)}{3}$=37

B+C+D=111

Substituting B+C

63+D=111

D=48

D obtained 48 marks

Answer 2

BY USING AVERAGE FORMULA

A + B + C / 3 = 33

A +B + C = 99 [A=30]

B+C = 69----(1)

IN SECOND PART

B+C+D / 3 = 37

USING EQ1

69 + D = 111

D= 111 - 69

D = 42

MARK ME AS BRAINLIEST BRO