Yes, ladies and gents, I've decided to make a blog about my YouTube channel SpaceGuru5. I'll provide a link to it elsewhere in this blog. Be sure to check it out!
Can you believe it's already the end of August? I sure can't!
Friday, August 31, 2012
Wednesday, August 29, 2012
SY 2012-13 Starts Soon!?
Yep, I start my sophomore year next Tuesday, on September 4. Oh, boy...
Just to take my mind off of that fact, I drew another Wile E. Coyote picture, this time in the traditional way (by hand). Took me between 5 and 10 minutes to finish the pencil stuff. Now to color it...
Enjoy!
Just to take my mind off of that fact, I drew another Wile E. Coyote picture, this time in the traditional way (by hand). Took me between 5 and 10 minutes to finish the pencil stuff. Now to color it...
Enjoy!
Saturday, August 11, 2012
My New Baby Half-Sister
On August 9, 2012, at 6:00 PM PDT, Mom gave birth to my new baby half-sister Susanna "Susie" Evangelina Ramos. She bears a striking resemblance to my stepfather and has Mom's hair (not to mention the cutest little cry).
At birth, Susie weighed 6 lb 7 oz (2.92000088 kg) and was 18 cm (7.08661417 in) in length.
In comparison, my sister was born 18.54 cm (7.2992126 in) in length, and I was born 19 cm (7.48031496 in) in length.
She and mom came home a while ago, and little Susie has been a little vocal. I've been learning to play From Me To You by The Beatles on ukulele so I can serenade her, and I've almost got it down!
P.S. My sister and I take full credit for coining Susie's name. :)
At birth, Susie weighed 6 lb 7 oz (2.92000088 kg) and was 18 cm (7.08661417 in) in length.
In comparison, my sister was born 18.54 cm (7.2992126 in) in length, and I was born 19 cm (7.48031496 in) in length.
She and mom came home a while ago, and little Susie has been a little vocal. I've been learning to play From Me To You by The Beatles on ukulele so I can serenade her, and I've almost got it down!
P.S. My sister and I take full credit for coining Susie's name. :)
Monday, August 6, 2012
Random Math Stuff (WARNING: Imminent Brain Pain)
Ever wonder if a spinning disc has the same velocity all throughout its surface? Of course you don't! Nonetheless, I can prove that a point closer to the center of a disc spins slower than a point farther from the center. I'll do this with what I like to call the vinyl record example.
Let's say a 16" record is spinning at 120 rpm (or 2 rps). What's the difference between a point 3 inches from the center of the record (a) and a point 8 inches from the center (b)?
First, you need to find the circumferences of each point's path.
C(a) = (3 * 2)π inches = 6π inches
C(b) = (8 * 2)π inches = 16π inches
Next, you need to find the distance each point travels every minute.
6π * 120 = 720π inches
16π * 120 = 1920π inches
Then, you need to determine the speed each point is traveling.
S(a) = 720π inches / 60 seconds = approx. 37.69911184307752 inches per second
S(b) = 1920π inches / 60 seconds = approx. 100.5309649148734 inches per second
Finally, you need to convert the units from ips to mph.
S(a) = approx. 37.69911184307752 ips = approx. 2.14199499 mph
S(b) = approx. 100.5309649148734 ips = approx. 5.71198659 mph
The difference between both speeds is approximately 3.5291916 mph. In case you were wondering, no. A point between those points doesn't travel at that speed; it travels at approximately 2.85599332 mph.
Why did I do this, you may ask? Well, because I have nothing better to do with my life. Now, if you'll excuse me, I'm gonna go ahead and ponder it.
Let's say a 16" record is spinning at 120 rpm (or 2 rps). What's the difference between a point 3 inches from the center of the record (a) and a point 8 inches from the center (b)?
First, you need to find the circumferences of each point's path.
C(a) = (3 * 2)π inches = 6π inches
C(b) = (8 * 2)π inches = 16π inches
Next, you need to find the distance each point travels every minute.
6π * 120 = 720π inches
16π * 120 = 1920π inches
Then, you need to determine the speed each point is traveling.
S(a) = 720π inches / 60 seconds = approx. 37.69911184307752 inches per second
S(b) = 1920π inches / 60 seconds = approx. 100.5309649148734 inches per second
Finally, you need to convert the units from ips to mph.
S(a) = approx. 37.69911184307752 ips = approx. 2.14199499 mph
S(b) = approx. 100.5309649148734 ips = approx. 5.71198659 mph
The difference between both speeds is approximately 3.5291916 mph. In case you were wondering, no. A point between those points doesn't travel at that speed; it travels at approximately 2.85599332 mph.
Why did I do this, you may ask? Well, because I have nothing better to do with my life. Now, if you'll excuse me, I'm gonna go ahead and ponder it.
A Warm Washington Night
Right now, where I live, the night air's gotten to 65o. Though that is unusually warm for Washington, it's downright cold for Texas. No joke!
People think 74o is hot here? In 2008, the summer here got to at least 100o! As if that wasn't bad enough, I actually spent a summer in Texas in 2007. The highest I ever saw it get to was 110o, but the humid Texas air made it feel like I was burning to death in an oven!
So don't complain to me about it being too hot outside, 'cause I had to live through WAY hotter weather!
(Note: The temperatures shown here are in Fahrenheit.)
People think 74o is hot here? In 2008, the summer here got to at least 100o! As if that wasn't bad enough, I actually spent a summer in Texas in 2007. The highest I ever saw it get to was 110o, but the humid Texas air made it feel like I was burning to death in an oven!
So don't complain to me about it being too hot outside, 'cause I had to live through WAY hotter weather!
(Note: The temperatures shown here are in Fahrenheit.)
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