a) Convert the binary number 101102 to base 8. b) Convert the decimal number 47.4410 to base 12. Find the base 12 fraction up to 6 digits to the right of the fraction point
Convert the following Binary numbers to their Decimal equivalents: 1100 1001 1111 0100 1010 0101 1111 1111 0000 1000
7. Perform the following conversions
a.
Convert 1100 0100 1010 00112to hexadecimal.
b.
Convert 11011112to decimal.
c.
Convert 0xF7A4C to binary.
7. Perform the following conversions a. Convert 1100 0100 1010 00112 to hexadecimal. b. Convert 11011112 to decimal. c. Convert OxF7A4C to binary
2. [15% Convert the number 1010 to number systems with base of 11, 1, 21. Show all work 3. [25% Convert 173 from decimal number system to a number system with base 11/5 (eleven fifths)
2. [15% Convert the number 1010 to number systems with base of 11, 1, 21. Show all work 3. [25% Convert 173 from decimal number system to a number system with base 11/5 (eleven fifths)
Convert the following function to MIPS assembly code /* function to multiply two positive integers x and y*/ int multiply(int x, int y) { /* 0 multiplied with anything gives 0 */ if(y == 0) return 0; /* Add x one by one */ if(y > 0 ) return (x + multiply(x, y-1)); } Carefully assess what to place in the stack.
QUESTION 1 Convert 1 0110 1010 from binary to decimal, assuming nine-bit two's complement binary representation. Provide only the number. For a negative number provide the negative sign. Example 79 NOT +79 or 78 Decimal Example -79 NOT negative 79 or -79 Decimal QUESTION 2 Count the next 10 numbers in base 5 starting after 3434. (Don't include 3434) Provide you answer with only numbers and spaces. No extra spaces or words Example 410 411 412 NOT 410, 411, 412
Using twos complement, multiply -3/8 (multiplicand) and (multiplier) -3/4 in binary and verify answer matches decimal answer.
Convert 3.142×1010 g to each of the following units. kg Express your answer using four significant figures.
Write the decimals as fractions and then multiply. Write your answer in decimal form. a. 0.3-0.5 b. 203.0.03 c. 0.007.0.004 a. Write the decimals as fractions. 0.3 - 0.5 (Do not simplify.) Multiply the fractions from part (a), above. Write your answer in decimal form. (Type an integer or a decimal.) b. Write the decimals as fractions. 203 = 0.03 = (Do not simplify.) Multiply the fractions from part (b), above. Write your answer in decimal form. (Type an integer...
Convert 110101011010 to base 16, base 8 and base 4. 2. Convert 0110 0011 1010 to base 10 using the binary long division method. 3. Convert 110100110 to base 5 using binary long division. 4. Convert 12102221203 to base 9. 5. Convert 335410 to base 2.