๐ Distance learning is introduced as an alternative method of education.

๐ฅ๏ธ Methods of converting numbers from base 10 to other number systems are taught.

โ Two methods of converting numbers using division are explained.

๐ก Converting between number systems involves comparing the powers of the target base to the number being converted.

๐ If the power of two is greater than the number being converted, write 0; otherwise, write 1 and subtract the power of 2 from the number.

๐ข Repeat the process for each power of 2 until all columns in the table have been covered.

๐ This video teaches conversion between number systems from base 2, 8, and 16 to base 10.

๐ก The lesson covers the objectives, prerequisites, real-life application, exercises, and an assignment related to number system conversion.

โ๏ธ To successfully convert between number systems, you need to calculate powers of numbers, multiply numbers, and identify the most and least significant symbols of a number.

๐ข Understanding the significance of digits in a number - most significant digit and least significant digit.

๐ป Converting between decimal and binary numbers using a three-step strategy.

๐ข Applying the conversion strategy to convert a binary number to base 10.

๐ก Converting between number systems involves three steps.

๐ข Step one: Write down the positional parameters of each symbol.

โ Step two: Compute the positional value for each symbol.

โ Step three: Multiply each symbol by its positional value and add the results.

๐ข Converting between number systems (base 10 and base 2)

๐งฎ Steps to convert from base 2 to base 10

๐ Steps to convert from base 8 to base 10

๐ข Converting between number systems

โญ๏ธ Multiplying each digit by its positional value

โ๏ธ Applying the conversion methods to solve exercises

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