Question

If R, V, equals, 30RV=30, find W, VWV.
Q
V
S
U
R
T
W
Answer
Attempt 1 out of 2

W, V, equalsWV=

Answer 1

I’m missing how to read the puzzle. A couple of different interpretations give different answers — which one matches your puzzle?

1) If "RV = 30" means the two‑digit number RV (R is the tens digit, V the units) equals 30:
- Then R = 3 and V = 0.
- WV (two‑digit number) = 10·W + V = 10W + 0 = 10W.
- VWV (three‑digit number) = 100V + 10W + V = 10W (since V = 0).
So R and V are fixed (3 and 0) but W is not determined by that single equation; WV and VWV both evaluate to 10W, and W can be any digit other than 3 or 0 if letters must be distinct.

2) If "R·V = 30" (product equals 30) and R and V are positive single digits:
- Possible (R,V) pairs in 1–9 are (5,6) or (6,5).
- Without more information about W you still cannot determine WV or VWV uniquely.

3) If "R + V = 30" then R and V would have to be larger than single digits (so unlikely for a letter-digit cryptogram).

Please tell me which meaning is intended (concatenation, product, sum, or show the original formatting). If RV is a two‑digit number and letters are distinct digits, give any extra constraints (e.g., all letters represent different digits, or the list Q V S U R T W encodes something) and I’ll finish solving.