$846.10
(18.37x)
Stock data: Financial Modeling Prep·Updated ·Not investment advice·How we calculate this
Verizon Communications Inc. vs Alphabet Inc.: key figures
 Verizon Communications Inc. VZ |
  Alphabet Inc. GOOG |
|
|---|---|---|
| Rank | #100 | #4 |
| Price | $46.06 | $286.01 |
| Market cap | $190.90B | $3.507T |
| Shares Outstanding | 4.14B | 12.26B |
| Change (1 day) | +0.81% | +0.73% |
| Change (1 year) | +13.17% | -1.96% |
The other way round: GOOG with the market cap of VZ
$15.57 (0.054x)
If Alphabet Inc. (GOOG) had the market cap of Verizon Communications Inc. (VZ), one GOOG would cost $15.57, 94.56% less than today's price of $286.01.
Price of GOOG with the Market Cap of VZPrice of VZ with the Market Cap of GOOG: the last 12 months
The price of one VZ if Verizon Communications Inc. had the market cap of Alphabet Inc., at the end of each month. Highest: $1,098.95 (Apr 2026). Lowest: $823.13 (Oct 2026).
- $895.63 Dec 2025
- $966.21 Jan 2026
- $896.07 Feb 2026
- $825.38 Mar 2026
- $1.10K Apr 2026
- $1.10K May 2026
- $1.03K Jun 2026
- $1.03K Jul 2026
- $974.84 Aug 2026
- $990.33 Sep 2026
- $823.13 Oct 2026
- $846.10 Nov 2026
Questions about Verizon Communications Inc. and Alphabet Inc.
What would the price of Verizon Communications Inc. be with the market cap of Alphabet Inc.?
If Verizon Communications Inc. (VZ) had the market cap of Alphabet Inc. (GOOG), one VZ would cost $846.10, 18.37 times today's price of $46.06.
How much bigger is Alphabet Inc. than Verizon Communications Inc.?
The market cap of Alphabet Inc. ($3.507T) is 18.37 times that of Verizon Communications Inc. ($190.90B). In Dec 2025 the gap was 21.99 times.
What would the price of Alphabet Inc. be with the market cap of Verizon Communications Inc.?
If Alphabet Inc. (GOOG) had the market cap of Verizon Communications Inc. (VZ), one GOOG would cost $15.57, 94.56% less than today's price of $286.01.
How is this price calculated?
The market cap of Alphabet Inc. ($3.507T) is divided by the number of VZ in circulation (4.14B). Market cap is the price multiplied by the number of coins or shares in circulation.
