You are given two identical sequences in two rows:

Sequence I:	8	4	6	15	52.5	236.25
Sequence II:	5	A	B	C	D	E

What is the entry in the place of C for the Sequence-II?

The correct answer is 9.375.

To find the entry in place of C for Sequence II, we first need to determine the rule/pattern followed by Sequence I.

Step 1: Analyze the pattern in Sequence I

Looking at Sequence I: 8, 4, 6, 15, 52.5, 236.25

Let's calculate the multiplier between consecutive numbers:

$8\times 0.5=4$

$4\times 1.5=6$

$6\times 2.5=15$

$15\times 3.5=52.5$

$52.5\times 4.5=236.25$

The rule is to multiply each term by successive numbers starting at 0.5 and increasing by 1 each time (i.e., 0.5, 1.5, 2.5, 3.5, 4.5...).

Step 2: Apply the same pattern to Sequence II

Sequence II starts with 5:

$A=5\times 0.5=2.5$

$B=2.5\times 1.5=3.75$

$C=3.75\times 2.5=9.375$

Therefore, the value of C in Sequence II is 9.375.