解析 (1)Solution:28Additive inverse of 28 is (-2)8(2)(-5)9Additive inverse of (-5)9 is 59(3)(-6)(-5)=65Additive inverse of 65 is (-6)5(4)2(-9)=(-2)9Additive inverse of (-2)9 is 29(5)(19)(-6)=(-19)6Additive inverse of (-19)6 is (19)6...
To find the additive inverse of the number 1, we can follow these steps:1. Understand the Concept of Additive Inverse: The additive inverse of a number \( a \) is another number \( b \) such that when you add \( a \) and \(
2.Apply the definition of additive inverse: The additive inverse of21112is obtained by changing its sign. Therefore, we need to findysuch that: 21112+y=0 Solve fory y=−21112 4.Conclusion: The additive inverse of21112is−21112.
While one should always study the method of a great artist, one should never imitate his manner. The manner of an artist is essentially individual, the method of an artist is absolutely universal. The first is personality, which no one should copy; the second is perfection, which all should...
Find the hexadecimal additive inverse of 2EF1025h of type DWORD. 1. Assume we have a 16-bit Arithmetic Logic Unit. List the inputs and outputs in binary for the ALU if we are using it to determine if X = 2510 Y = 3210. Remember: the ALU has three inputs and three 1. Write ...
(c) What property of multiplication did you use? (1) associative (2) distributive (3) commutative Multiplication For multiplication of variables and numbers, the standard process to write the product is to express it in such...
It tests whether you have really understood the argument on more than just a superficial level. It frees up mental space; you no longer have to remember the exact details of the argument, and so can devote your memory to learning newer topics. ...
Expanded form refers to a way of writing numbers so as to see the math value of individual digits. It certainly requires some skill to write the numbers in expanded form. In expanded form, the breaking up of a number takes place according to their place
Write the negative (additive inverse) of each of the following : (i)−217 (ii)7−9 (iii)−1613 View Solution The additive inverse ofabis View Solution Write the negative (additive inverse) of each of the following : (i)−51 ...
To find the additive inverse of the rational number−75, follow these steps: Step 1: Identify the given rational number The given rational number is−75. Step 2: Change the sign of the given number To find the additive inverse, we change the sign of the given number. Since the number...