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2020-04-27
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What does this symbol mean ?
The symbol means sum. Is the Greek capital sigma symbol. Used commonly in algebraic functions, you may also notice it in Excel — the AutoSum button has a sigma as its icon.
What is does this symbol mean?
Multiply. These symbols have the same meaning. Commonly × is used to mean multiplication when handwritten or used on a calculator 2 A 2, for example. The symbol * is used in spreadsheets and other computer applications to indicate a multiplication, although * does have other more complex meanings in mathematics.
What does mean?
t= More usefully, we have: talon. I recall means “similarity” in geometry, same shape but not same size.
What does '!' Mean in math?
It almost always means “and,” both in and outside of mathematics. * This symbol is called an asterisk. In mathematics, we sometimes use it to mean multiplication, particularly with computers. For example, 5×3 = 5 times 3 = 15. () The open (or left) and close (or right) parenthesis.
What is the meaning of this symbol in writing?
Symbolism is the use of symbols to signify ideas and qualities, by giving them symbolic meanings that are different from their literal sense. Symbolism can take different forms. Generally, it is an object representing another, to give an entirely different meaning that is much deeper and more significant.
What does * * * mean in texting?
Asterisk. Meaning: You're afraid the person isn't as cool as you. The main reason people use asterisks in a text is to censor a word, for example: “I like deep-fried sandwiches, so my friends call me the C*** of Monte Crisco.
What does * mean in a text?
.* means a wink face and a kiss face. Reply.
What does))) mean in a text message?
- this is a satisfied, glad or pleased smile. It's more official than without a colon. ’D. — “can you imagine!” we use this smile to stress that a previously mentioned was a good joke, and we were surprised and proud of it. It's like “wow” and “)))” at the same time.
in this presentation I will teach you product of some form which is an abbreviation for POS form you have already studied the saab form so it will be easy for you to understand I have taken the same truth table in which we have three variables ABC so the total number of combination will be 2 to the power 3 which gives us 8 I have already written all the eight combinations and output corresponding to them why is the boolean function that we want to represent as pause form we have already represented this Y has soft form now we want to represent it in pass form this we have done and this we want to do in this presentation so let's start with it pause form is used when the output is 0 or low so let me write this point down pause form is used when the output when the output is a low or a zero whereas in case of soft form we used it when the output is high so let's see from this truth table for what cases the output is low for the first two cases the output is low and for this case the output is low so there are three cases for which your output is a low so we have to consider these three cases only while writing the pause form and if the variable is a and it is zero if the variable is a and it is zero then we will write it as a and if it is one then we will write it as a compliment this is just opposite to what we have studied in the soft form in soft form we studied if the variable is a and it is zero we write it as a compliment and if it is one we write it as a this one is for soft and this one is for pause so you have to remember this thing it will be very helpful to you when you write your exam so let's move to the pause form let's write it the function is y and for the first case you can see a is 0 B 0 and C is 0 so we will write it as a or B or C and for the second case you can see a 0 B 0 C is 1 so A or B or C complement we have to write it as C complement because it is 1 from here you can see and for the last case we have a s 0 B as one C as a 1 now this we call as this we call as this 3 we will call as the max term the max term and in case of soft form we had the min term and we just call them next term or min term because of their size if you write a or B or C and if you write a and P and C you can see their size this is looking maximum because of its size and this is looking minimum because of its size that is why we call it as Max term and this one we call as the min term there is no special reason for this the functionality of the function y will never change if you want to represent it in pass form or in soft form it will yield the certain output depending upon the input and this pause form written here I have obtained from the soft form itself so let's try to prove it that we can have the pause form from the soft form and I will consider the output when it is alone so why is now why complement because you can see in soft form when 0 we write compliment and here function y is 0 so I will write y complement it is 0 for 3 cases let's try...
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