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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]

Standard
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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6.2 Number Systems
6.3 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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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
Standard
8.2 Number Systems
8.3 Encoding Text with Binary
Standard
8.2 Number Systems
8.3 Encoding Text with Binary
Standard
8.2 Number Systems
8.3 Encoding Text with Binary
Standard
2.2 Number Systems
2.3 Encoding Text with Binary
Standard
8.2 Number Systems
8.3 Encoding Text with Binary
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9.2 Number Systems
9.3 Encoding Text with Binary
Standard
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
Standard
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
Standard
8.2 Number Systems
8.3 Encoding Text with Binary