The table given below shows the number of books of two types: B1 and B2 in 4 almirahs.

Almirah	Number of books
	B1	B2
A	80	112
B	72	78
C	64	42
D	32	94

G = Sum of number of B2 books in B and B1 books in D.
H = Average number of B2 books.
What is the value of G/H?

Correct option is D

Step 1: Calculate G G is the sum of the number of B2 books in B and B1 books in D.

From the table: B2 books in B = 78, B1 books in D = 32

Thus, G = 78 + 32 = 110

Step 2: Calculate H H is the average number of B2 books.

To find the average, we sum all B2 books and divide by the number of almirahs (4). Total B2 books = 112 + 78 + 42 + 94 = 326

H = $$\frac{326}{4} = 81.5$$​​

Step 3: Calculate G/H Now, we calculate

G/H: G/H = $$\frac{110}{81.5} \approx 1.35$$​​