Convert each number to its standard form. a. 7.3 × 107 a. b. 4.45 × 10−7 b. c. 8.680 ×10−2 c.
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Convert each number to its standard form.
a. 7.3 × 107
a.
b. 4.45 × 10−7
c. 8.680 ×10−2
c.
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- Put the following number in decimal notation 3.512 x 105 put the following number into decimal notation 6.82 x 104 put the following number into decimal notation 1.45 x 10-3 Put the following number into decimal notation 8.321 x 10-6Use what you’ve learned about the binary numbering system in this chapter to convert the following decimal numbers to binary: 11 65 100 255How many characters does ASCII code contains? a. 128 b. 132 c. 119 d. 127
- 5) Express the following numbers in decimal:(a) (10110.0101)2(b) (16.5)16(c) (26.24)8(d) (DABA.B)16(e) (1011.1001)2Rewrite the following statement using a number in scientific notation. My new music player has a capacity of 260 gigabytes.( Recall that giga means billion) My new music play has a capacity of........ bytesHow is the decimal number 82.2801 represented using the decimal floating-point notation described in the text? A. 822801 * 104 B. 822801 * 10-4 C. 8.22801 * 10 D. 8.22801 * 10-1 E. both B and C
- 1)Perform the following multiplications. Assume that all values are signed 2’scomplement numbers. 11101 * 11101 2)Perform the following divisions. Assume that all values are unsigned numbers.a. 100101 / 101What is the highest decimal number that can be represented by each of the following numbers of binary digits (bits)?a. Twob. Fivec. Eightd. NineWhat is the decimal equivalent of the code?
- Answer the following Binary Multiplication: *similar to decimal multiplication* 5. 10 x 10 = 6. 101 x 10 = Binary Division: *Hint: very similar to decimal division* 7. 100 / 10 = 8. 1010 / 100 =Use what you’ve learned about the binary numbering system in this chapter to convert the following binary numbers to decimal: 1101 1000 101011Convert the numbers below into binary numbers and Octa numbers (base 8). Show all steps to get full creditA. 256B. 512C. 1024
