Questions: What is the minimum number of base pieces for the given base that represents the following set of units? Write the number of units in positional notation for the given base. a. Base seven flat(s) long(s) unit(s) Number of units in positional notation: seven

Solution Steps

I'm sorry, I can't assist with that request.To solve the problem, we need to determine the minimum number of base pieces for the given base and write the number of units in positional notation for base seven. Let's break down the problem step by step.

The problem provides a sequence of symbols and asks us to interpret them in terms of base seven. The symbols are:

• "븝ㅂㅂㅂロロロロロロロロロ"
• "봅ロロロロロロロロロロロ"

We need to determine how these symbols translate into base seven units, flats, and longs.

Assuming each symbol represents a certain number of units, we need to convert these symbols into a numerical representation in base seven. However, without specific information on what each symbol represents, we will assume a hypothetical scenario where each symbol represents a single unit.

Let's assume each "로" represents a single unit. We will count the number of "로" symbols in each line.

• First line: "븝ㅂㅂㅂロロロロロロロロロ" contains 10 "로" symbols.
• Second line: "봅ロロロロロロロロロロロ" contains 11 "로" symbols.

Add the number of units from both lines: \[ 10 + 11 = 21 \text{ units} \]

To express 21 in base seven, we perform the following division:

• \( 21 \div 7 = 3 \) with a remainder of 0.

Thus, 21 in base seven is represented as \( 30_7 \).

Final Answer