Hi gullyboy09,I can see exactly where this is coming from. You built your reading on Sajjad's line that "846 million have a face value of $28; and the rest, 211 million, have a face value of $35." That phrasing is what's tripping you up, because it makes it sound like there are
two different lots of shares. There aren't.
What the two bars actually mean. Each shareholder is selling
one fixed bundle of shares - a single number of shares. The chart shows what that
same bundle is worth under
two possible IPO prices:
- Dark bar ($
28 per share) - Zuckerberg's bundle =
846- Light bar ($
35 per share) - the
same bundle =
1,057They're the same shares, just priced two ways - not
846 worth plus an extra
211 worth.
Quick check that proves it. How many shares does Zuckerberg actually hold?
-
846 /
28 ≈
30.2 million shares
-
1,057 /
35 ≈
30.2 million shares
Same
30.2 million shares both times. That's the giveaway that the two bars describe one bundle, not two.
Now your own adjustment idea - it's actually right, and it lands on 1,057. You suggested scaling the $
28 value up to $
35:
846 × (
35/
28) ≈
1,057That
is the light bar. So the $
35 value already includes the price bump - there is no separate "+
211" to tack on. When Q2 says "if priced at $
35," you just read the light bars directly. That's why
1,057 goes straight into the sum, and the total of all light bars comes to about $
5.5B.
So your instinct to convert was correct - you just didn't realize the chart had already done that conversion for you in the second bar.
Answer: Between 24 and 30gullyboy09
Hi
Bunuel, can you please clarify on the second part. My understanding of the graph as Sajjad mentioned above is -
Mark Zuckerberg has shares worth a total of 1057 million; among those, 846 million have a face value of $28; and the rest, (1057-846), 211 million shares have a face value of 35$ each. Then why you used 1057 completely below? Also, if to be assumed all shares are worth 35$ and then we need to calculate, then we might need to multiply the shares worth of $28 by 35/28, and here in this case 846*(35/28)+211 would be the actual value.