☕ Big Tech Crushes
Big Tech released their financials last week and they had an amazing quarter. We go through all the companies and analyze how they did. Plus, how to write beautiful Python code!
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Big Tech crushed earnings this past quarter. We’ll go through each company and talk about how they did…
Google crushed analyst expectations on earnings with $26.29 dollars in earnings per share (EPS). They also beat on revenue with $55.3 billion dollars in revenue.
Google’s advertising revenue rose 32.3% and now comprises 81% of their total revenue. 28.9% of digital ad spend by companies in 2020 was spent on Google ads, showing Google’s absolute dominance in the industry.
Google Cloud is another key business segment of Google and revenue for Google Cloud rose 45.7% compared to last year, indicating a massive surge in use.
Google search now comprises 92% of online search and YouTube comprises 73% of online videos.
Facebook had a huge quarter in terms of revenue making $26.17 billion dollars. In terms of profitability, Facebook beat analyst expectations by 40% on earnings ($9.5 billion dollars in net income).
Facebook’s Monthly Active Users (MAUs) rose by 10% compared to one year ago, which is a slight deceleration from the final quarter of 2020. Facebook defines a Monthly Active User as someone who has visited Facebook through the website or mobile app or used the Messenger App sometime during the 30 day measurement period.
25.2% of digital ad spend by companies in 2020 was spent on Facebook ads, which makes them second only to Google.
Apple had an amazing quarter, completely demolishing investor expectations. They made $89.6 billion dollars in revenue, beating analyst estimates of $77.4 billion dollars by 15%. Apple’s revenue is up 53% year over year.
The company made $1.40 per share in EPS (Earnings Per Share), crushing analyst expectations of $0.99 per share.
Apple has been investing heavily in the services business (iCloud, Apple TV+, Apple Music, Fitness+, News+, etc.) because of its predictability in terms of revenue and it’s higher profit margins (Apple’s services profit margin is 70% compared to 36% for Apple’s profit margin for their products).
Apple beat analyst expectations on Services revenue too, with $16.9 billion dollars compared to analyst expectations of $15.7 billion dollars.
Microsoft also beat analyst expectations on revenue and earnings with $41.7 billion dollars in revenue vs. expectations of $41.1 billion. They made $1.95 in earnings per share.
Microsoft’s cloud computing business, Azure, grew 50% year over year. The business has now captured nearly 20% of the global cloud market as of the end of 2020.
This makes Azure second only to AWS (Amazon Web Services) in terms of global cloud market share!
Microsoft also has a More Personal Computing business unit, which consists of the Windows OS, gaming and computing devices (Surface). That unit saw it’s revenue rise 19% year over year, primarily driven by the Xbox gaming system.
Amazon crushed analyst expectations on earnings with $15.79 in earnings per share vs. analyst expectations of $9.56 per share. They also beat on revenue with $108.5 billion dollars in revenue vs. analyst expectations of $104.5 billion dollars in revenue.
Amazon Web Services also grew quite well with $13.5 billion dollars in revenue.
AWS’s revenue is crucial for Amazon since it’s a steady revenue stream (not as cyclical as Amazon’s e-commerce business) and it has much higher profit margins. AWS has a 30.8% operating profit whereas Amazon’s e-commerce business has an operating profit of 4.9%.
AWS represents 12.4% of Amazon’s total revenue but it represents 47% of Amazon’s total operating profit this quarter.
Pydon'ts - An awesome series of articles on how to write beautiful python code.
Reverse Engineering the COVID Vaccine Source Code - a fantastic video that goes into detail on the source code behind the mRNA vaccine. The parallels to software engineering are fascinating.
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As a refresher, here’s the last question
You are given a positive integer as input.
Print the next largest number that has the same number of 1 bits in it’s binary representation.
We can solve this question using Bit Manipulation.
Remember, we want the next largest number, not just any larger number with the same number of 1 bits. Therefore, we’ll want the smallest number that is bigger than our input (that also has the same number of 1 bits).
Therefore, we’ll have to flip 2 bits in our integer input.
We’ll have to flip a 0 bit to a 1 in order to make our number larger. We’ll call this bit
Then, we’ll have to flip a different 1 bit to a 0 in order to keep the number of 1 bits the same. We’ll call this bit
b1 must be a more significant bit than
b1 must be to the left of
b2), otherwise our new number will be smaller than the original.
Because we want to make our number bigger, but also the next biggest,
b1 will be the right-most non-trailing zero.
We want the zero to be the right-most since we want it to be the smallest bigger number with the same number of 1 bits.
We want the zero to be non-trailing (it should have at least one 1 bit to the right of it) because we’ll have to flip a less significant bit from 1 to 0 (that bit will be
b2) in order to have the same number of 1 bits as the input integer.
So, now we know that
b1 will be the right-most, non-trailing zero.
We’ll flip the bit at
b1 from a 0 to a 1.
Now, we have to
Flip a bit from 1 to 0 (
b2bit so that our number is the next largest (and not larger)
In order to do this, we’ll first count the number of 0s and 1s that are to the right of our
Let’s say we have a 0s and b 1s where a is the number of 0s and b is the number of 1s to the right of
Then, we’ll add one additional 0 (a = a + 1) and take away one of the 1s (b = b - 1) in order to go back to the original number of 1 bits in the input.
Now, we’ll place all the a 0s to the left of the b 1s when we arrange the bits to the right of
b1. This guarantees that we have the next largest integer.
You are walking up a staircase with n steps.
You can hop either 1 step, 2 steps or 3 steps in a single time (you have long legs).
Write a function to count how many possible ways you can walk up the stairs.
We’ll send the solution in our next email!
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