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How you do find the binary code of -19?
One way is using the Twos (2s) complement; that is you find the binary representation of the positive number of -19, flip all the bits (0s to 1s and 1s to 0s), and finally add 1 to it.The positive bit of -19 is simply 19. It has a binary code of 0001 0011 (8 bits are required for this particular method). Flipping the bits, we get 1110 1100. Adding 1 (or 0000 0001) to our last answer, we get 1110 1101 which would be the binary representation of -19.
What is a numerical example of exponents?
106 = 1,000,000 The exponent 6 is a short cut to writing out a million with 6 0s. If that may seem a minor saving, consider a trillion = 1012 or 1 followed by 12 0s. While the second may be easier to understand, it is also more liable to errors - in writing and reading.
How many 0s in 5 billion?
How many 0s are in 5 billion?There are 9 0s in 5 billion. (5,000,000,000).
What is the negative square root of 36 as a decimal?
It is -6: decimal is the representation of a number in which the place values increase by a multiple of 10 as you move to the left. It does not require a decimal point nor any 0s.It is -6: decimal is the representation of a number in which the place values increase by a multiple of 10 as you move to the left. It does not require a decimal point nor any 0s.It is -6: decimal is the representation of a number in which the place values increase by a multiple of 10 as you move to the left. It does not require a decimal point nor any 0s.It is -6: decimal is the representation of a number in which the place values increase by a multiple of 10 as you move to the left. It does not require a decimal point nor any 0s.
What do you know about the most possible number of zeros for a polynomial?
A polynomial can have as many 0s as its order - the power of the highest term.A polynomial can have as many 0s as its order - the power of the highest term.A polynomial can have as many 0s as its order - the power of the highest term.A polynomial can have as many 0s as its order - the power of the highest term.
