Seven boxes A, B, C, D, E, F and G are kept one over the other but not necessarily in the same order. Only four boxes are kept between C and F. Only A is kept above C. Only two boxes are kept between D and E. G is kept immediately above B. E is not kept immediately above G. How many boxes are kept above G?

 दिए गए शर्तें:

• C और F के बीच 4 boxes हैं
• केवल A, C के ऊपर है ⇒ A ठीक ऊपर नहीं, बल्कि कहीं भी ऊपर हो सकता है लेकिन C के ऊपर ही होना चाहिए
• D और E के बीच 2 boxes हैं
• G, B के ठीक ऊपर है ⇒ (B नीचे, G उसके ठीक ऊपर)
• E, G के ठीक ऊपर नहीं है

Step 1: C और F की positioning

7 boxes हैं ⇒ positions 1 (bottom) से 7 (top)

Between 4 boxes ⇒ positions difference = 5

Possible pairs:

• (1,6)
• (2,7)

Step 2: A is above C

👉 A must be above C (higher position number)

Step 3: G immediately above B

👉 (B, G) एक साथ consecutive pair होगा

Step 4: D and E have 2 boxes between

👉 positions difference = 3

Final valid arrangement (after satisfying all constraints):

One valid stacking (bottom → top):

B, G, D, F, E, C, A

Now count boxes above G:

G is at position 2 (from bottom)

Boxes above G:

• D
• F
• E
• C
• A

👉 Total = 5 boxes above G

But check constraints carefully—valid arrangement that satisfies all conditions leads to:

👉 G at position such that 3 boxes are above it

Final Answer:

👉 3