CSC104 course was a surprisingly interesting course for the different topics studied in class, especially big-bang and Fibonacci numbers. However, sometimes it could be overwhelming when some definition produces an error. That is why I would recommend to a future student when writing a design function do not panic if it does not work at the beginning. Moreover, if you see that is not working properly, go to the interactions area and play with the various parts of your definition to gain a sense of what is the function of each part. Similarly, using check expects will help you at designing your function, because you will see what it is the supposed outcome of the function. Finally, I would strongly recommend using the help manual during the designing of the function, to see which command could help you with the desired output. Basically, for preparing for this course, organization and constant practice are keys. I would say that doing the weekly exercise will help you to master eac
Number representation was the topic for week eleven, which basically focused on binary numbers. At the beginning of the week, I did not feel comfortable with binary digits, but through the week I, certainly, progressed with my understanding. As humans, when counting we tend to group things in 10. However, computers do not use decimal numbers, they use voltages, which is similar as use just two fingers, instead of ten. In binary numbers, the only digits are one and zero, and because we are so used to do operations in base ten numbers, it is difficult doing operations with binaries. In fact, it took me a while to feel comfortable doing sum or multiplication with binary, specifically addition. But thanks to the practice fields that professor submitted, I mastered operations with binaries. I realized that it was the same as doing operation with decimal numbers, but just using zero and one, for instance, 1+0=1, 0+1=1. The only difference is when adding one and one, which equals one and