ShmoopTube
Where Monty Python meets your 10th grade teacher.
Search Thousands of Shmoop Videos
CAHSEE Math 5.1 Measurement and Geometry 189 Views
Share It!
Description:
Measurement and Geometry Drill 5 Problem 1. A parcel of land measuring 64 square kilometers is equivalent to an area of how many square miles?
- Algebra and Functions / Unit Conversion
- Mathematics and Statistics Assessment / Modeling and Applications
- Functions / Functions as Models
- Geometry / Apply geometric concepts in modeling situations
- Properties, Measurement, and Dimension / Apply geometric concepts in modeling situations
- Measurement and Geometry / Conversions
Transcript
- 00:03
Here’s an unshmoopy question you’ll find on an exam somewhere in life...
- 00:08
A parcel of land measuring 64 square kilometers is equivalent to an area of
- 00:13
how many square miles? Hint: 100 kilometers equals 62.5 miles…
- 00:18
And here are the potential answers...
- 00:23
Ok, this question is testing our singing ability.
Full Transcript
- 00:26
C’mon everyone... this land is your land/ this land is my land… no? Ok. Party poopers.
- 00:33
It’s just a vanilla area conversion problem. They give us that 100 kilometers is 62 and
- 00:38
a half miles so if we take that to the unit level, 1 kilometer is about .625 miles.
- 00:44
Since 1 kilometer is about .625 miles, this tells us that miles are bigger than kilometers.
- 00:50
Makes sense. America’s bigger than England.
- 00:53
They give us the 64 kilometers as part of the question.
- 00:57
So we can immediately eliminate C and D, since only 2 of the answers are less than 64.
- 01:02
To convert kilometers and miles to SQUARE kilometers and SQUARE miles, we can just square .625.
- 01:08
Since we want to find the how many square miles are in 64 square kilometers, we can
- 01:13
multiply .625 times 64 to get 25 miles squared.
- 01:19
Looks like the answer is A.
- 01:21
As in… “American Idol is calling…”
Related Videos
CAHSEE Math: Algebra and Functions Drill 5, Problem 3. Solve the equation.
We don't like knocking people down to size, but we do like simplifying radicals. Join us?
If fleeing criminals always fled the scene of the crime at perfect right angles, it would be much easier to determine their whereabouts. Fortunatel...
Okay, so this probably isn't going to help you master Pokemon Go, but game theory can be applied to all sorts of situations. Even stomping your old...