CSP: Digital Information Representing Text based on resources from code.org PBL by Silver Oaks Food for thought This list secretly represents four things we experience every year. This list is not complete – there are others that we could add to it. 01 0126 0115...
CSP: Digital Information Black and White Images based on resources from code.org PBL by Silver Oaks Food for thought You recently did some online shopping and are expecting a package to arrive in about a month. The delivery service has a tracking system which reads...
CSP: Digital Information Color Images based on resources from code.org PBL by Silver Oaks Food for thought How many different shades of the color blue can you name? How many do you think there are in total? Can a computer display all those colors? Red, Green, and Blue...
CSP: Digital Information Lossless Compression based on resources from code.org PBL by Silver Oaks Food for thought As you have been creating images over the last few units, the number of bits it takes to represent that information has grown and grown. In this Unit,...
CSP: Digital Information Lossy Compression based on resources from Code.org PBL by Silver oaks Warmup After exploring lossless compression in last unit, let us now explore lossy compression. A theme throughout tis unit is that lossy compression can greatly reduce the...
The following is based on my interpretation. Yours might be different to mine.
The goal here is for you to realize that, depending on the situation, we may want to take readings more frequently. Today, we’re actually learning about how images are represented in computers, but let’s keep in mind these ideas about how often to take a reading or measurement.
ASCII Reference Table
Unit 6 Answer 1
Each item in the list represents a non-denominational holiday
01 01 – New Years Eve
26 01 – Republic Day
15 08 – Independence Day
02 10 – Gandhi Jayanti
Unit 6 Tip 1
The format of the list is two numbers
0210
This list happens throughout the year and repeats every year
Unit 5 Task 5
32 + 16 + 8 + 4 + 2 + 1 + 0.50 + 0.25 = 63.75
With all of the bits flipped to 1, the largest number you can make is 63.75. Note that this is smaller than the largest you can make with a traditional Flippy Do, which is 255. This is because we have shifted two bits to represent smaller numbers (0.5 & 0.25)
Unit 5 Task 4
The only change values you can make with this Flippy Do Pro are 0.25, 0.50, and 0.75.
Can you make the binary number for 0.39 (decimal)? No!
Roundoff error occurs when an exact value cannot be made with available place values
Unit5 Task 3
Unit 5 Task 2
The next value, in binary: 000000.10 decimal (Base 10) equivalent = 0.50