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fix wrong multiple (was 8)
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SLuck49
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8900 is the martian number

426100

Because

Given a decimal number X, we can represent it in quotient form X=8*Q+RX=4*Q+R. The first part of the martian number (all but the last two numbers) is Q octal, and the last two numbers are R in binary.

Example

67890
67890 % 4 = 2 = 10 (binary)
(67890-2)/4 = 16792 = 41114(octal)
so 67890 = 4111410 (martian)

8900 is the martian number

426100

Because

Given a decimal number X, we can represent it in quotient form X=8*Q+R. The first part of the martian number (all but the last two numbers) is Q octal, and the last two numbers are R in binary.

Example

67890
67890 % 4 = 2 = 10 (binary)
(67890-2)/4 = 16792 = 41114(octal)
so 67890 = 4111410 (martian)

8900 is the martian number

426100

Because

Given a decimal number X, we can represent it in quotient form X=4*Q+R. The first part of the martian number (all but the last two numbers) is Q octal, and the last two numbers are R in binary.

Example

67890
67890 % 4 = 2 = 10 (binary)
(67890-2)/4 = 16792 = 41114(octal)
so 67890 = 4111410 (martian)

deleted 1 character in body
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SLuck49
  • 711
  • 5
  • 5

8900 is the martian number

2130400426100

Because

Given a decimal number X, we can represent it in quotient form X=8*Q+R. The first part of the martian number (all but the last two numbers) is Q octal, and the last two numbers are R in binary.

Example

67890
67890 % 4 = 2 = 10 (binary)
(67890-2)/4 = 16792 = 41114(octal)
so 67890 = 4111410 (martian)

8900 is the martian number

2130400

Because

Given a decimal number X, we can represent it in quotient form X=8*Q+R. The first part of the martian number (all but the last two numbers) is Q octal, and the last two numbers are R in binary.

Example

67890
67890 % 4 = 2 = 10 (binary)
(67890-2)/4 = 16792 = 41114(octal)
so 67890 = 4111410 (martian)

8900 is the martian number

426100

Because

Given a decimal number X, we can represent it in quotient form X=8*Q+R. The first part of the martian number (all but the last two numbers) is Q octal, and the last two numbers are R in binary.

Example

67890
67890 % 4 = 2 = 10 (binary)
(67890-2)/4 = 16792 = 41114(octal)
so 67890 = 4111410 (martian)

Source Link
SLuck49
  • 711
  • 5
  • 5

8900 is the martian number

2130400

Because

Given a decimal number X, we can represent it in quotient form X=8*Q+R. The first part of the martian number (all but the last two numbers) is Q octal, and the last two numbers are R in binary.

Example

67890
67890 % 4 = 2 = 10 (binary)
(67890-2)/4 = 16792 = 41114(octal)
so 67890 = 4111410 (martian)