Convert "87" to base 2.
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- Find the number of digits required when converting the number (743)10 to octal number.Convert below octal number to base23 number (371)base8 = (?)base23Noting that 32 = 9, formulate a simple procedure for converting base-3 numbers directly to base-9. Use the procedure to convert (2110201102220112)3 to base 9.
- Perform the following number conversions. (You are required to show your conversion steps clearly.) 7563g, 87AB16, 1234, and 38.2310 to decimal number.Change the binary number "110110111", "100101" into decimal number, change hexadecimal number “413AF" and octadecimal number "122" into decimal number, change decimal number “35”, “18” into binary number.Mout the code