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England 3: ENG.3.4

CodeHS Lessons

understand simple Boolean logic [for example, AND, OR and NOT] and some of its uses in circuits and programming; understand how numbers can be represented in binary, and be able to carry out simple operations on binary numbers [for example, binary addition, and conversion between binary and decimal]

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6.2 Number Systems
6.3 Encoding Text with Binary
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11.2 Number Systems
11.3 Encoding Text with Binary
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11.2 Number Systems
11.3 Encoding Text with Binary
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2.2 Number Systems
2.3 Encoding Text with Binary
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8.2 Number Systems
8.3 Encoding Text with Binary
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4.10 Number Systems
4.11 Encoding Text with Binary
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3.10 Number Systems
3.11 Encoding Text with Binary
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8.2 Number Systems
8.3 Encoding Text with Binary
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8.2 Number Systems
8.3 Encoding Text with Binary
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5.2 Number Systems
5.3 Encoding Text with Binary
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5.2 Number Systems
5.3 Encoding Text with Binary
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8.2 Number Systems
8.3 Encoding Text with Binary
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8.2 Number Systems
8.3 Encoding Text with Binary
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8.2 Number Systems
8.3 Encoding Text with Binary
Standard
8.2 Number Systems
8.3 Encoding Text with Binary
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2.2 Number Systems
2.3 Encoding Text with Binary
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8.2 Number Systems
8.3 Encoding Text with Binary
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9.2 Number Systems
9.3 Encoding Text with Binary
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8.2 Number Systems
8.3 Encoding Text with Binary
Standard
8.2 Number Systems
8.3 Encoding Text with Binary
Standard
5.2 Number Systems
5.3 Encoding Text with Binary
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1.2 Number Systems
1.3 Encoding Text with Binary
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8.2 Number Systems
8.3 Encoding Text with Binary
Standard
7.2 Number Systems
7.3 Encoding Text with Binary