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London | SDC-MARC-2026| Jamal Laqdiem | Sprint 1| Number Systems #339
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@@ -6,60 +6,67 @@ The goal of these exercises is for you to gain an intuition for binary numbers. | |
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| Convert the decimal number 14 to binary. | ||
| Answer: | ||
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| 1110 | ||
| Convert the binary number 101101 to decimal: | ||
| Answer: | ||
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| 45 | ||
| Which is larger: 1000 or 0111? | ||
| Answer: | ||
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| 1000 = 8 | ||
| 0111 = 7 | ||
| 1000 is larger | ||
| Which is larger: 00100 or 01011? | ||
| Answer: | ||
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| 00100 = 4 | ||
| 01011 = 11 | ||
| 01011 is larger | ||
| What is 10101 + 01010? | ||
| Answer: | ||
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| 10101 = 21 | ||
| 01010 = 10 | ||
| 21+10 = 31 | ||
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There was a problem hiding this comment. Choose a reason for hiding this commentThe reason will be displayed to describe this comment to others. Learn more. Can you do binary arithmetic here and in other questions as well? Not saying it is wrong, but the goal here is to get used to doing operations in a different system, not translate everything to decimal.
Author
There was a problem hiding this comment. Choose a reason for hiding this commentThe reason will be displayed to describe this comment to others. Learn more. Thank you for taking time to reviewing. I will address the issue. |
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| What is 10001 + 10001? | ||
| Answer: | ||
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| 10001 = 17 | ||
| 17+ 17 = 34 | ||
| What's the largest number you can store with 4 bits, if you want to be able to represent the number 0? | ||
| Answer: | ||
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| 1111 = 15 | ||
| How many bits would you need in order to store the numbers between 0 and 255 inclusive? | ||
| Answer: | ||
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| 11111111 = 8 bits | ||
| How many bits would you need in order to store the numbers between 0 and 3 inclusive? | ||
| Answer: | ||
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| 11 = 2 bits | ||
| How many bits would you need in order to store the numbers between 0 and 1000 inclusive? | ||
| Answer: | ||
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| 1111101000 = 10 bits = 1024 | ||
| How can you test if a binary number is a power of two (e.g. 1, 2, 4, 8, 16, ...)? | ||
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| if the bit have only '1' in it, means i'ts a power of two, if have multiple '1' that's not. | ||
| Convert the decimal number 14 to hex. | ||
| Answer: | ||
| Answer: E | ||
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| Convert the decimal number 386 to hex. | ||
| Answer: | ||
| Answer: 0x182 | ||
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| Convert the hex number 386 to decimal. | ||
| Answer: | ||
| Answer:902 | ||
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| Convert the hex number B to decimal. | ||
| Answer: | ||
| Answer: B = 11 | ||
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| If reading the byte 0x21 as a number, what decimal number would it mean? | ||
| If reading the byte 0x21 as a number, what decimal number would it mean? | ||
| Answer: | ||
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| 33 | ||
| If reading the byte 0x21 as an ASCII character, what character would it mean? | ||
| Answer: | ||
| Answer: 0x21 = "!" | ||
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| If reading the byte 0x21 as a greyscale colour, as described in "Approaches for Representing Colors and Images", what colour would it mean? | ||
| Answer: | ||
| Answer:Dark Grey | ||
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| If reading the bytes 0xAA00FF as an RGB colour, as described in "Approaches for Representing Colors and Images", what colour would it mean? | ||
| Answer: | ||
| Answer: Purple | ||
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| If reading the bytes 0xAA00FF as a sequence of three one-byte decimal numbers, what decimal numbers would they be? | ||
| Answer: | ||
| Answer: 170 0 255 | ||
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While it is correct, the module asks to not translate to decimal unless specified explicitly. Maybe think of an alternative way to arrive to this conclusion?
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Thank you for taking time to reviewing. I will address the issue.