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Q: If says that you can find the LCM of any two whole numbers by multiplying them together provide a counter example to show that Sarah statement is incorrect?

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The LCM of 2 and 4 is not 8.

LCM (2, 4) = 4 which is not 2*4.

Only some statements have both examples and counter examples. A sufficiently clear and unambiguous statement would not have counter examples.

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A counter example is a statement that shows conjecture is false.

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Counter withdrawal. Money was withdrawn from the bank account through a bank teller from inside a bank.

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It is a statement that will keep repeating whatever is in the loop. So one possible loop you could have in your code would be a loop to keep asking for an input until the correct input is given. Such as prompting the user to enter the person's age, and if the person enters a letter, it will ask for it again, and again until they enter a acceptable input. Example: for while do-while for (initialization; test condition; increment) { body of the loop } while (test condition) { body of the loop } Do { statement; } while(expression); for(counter=0;counter<10;counter++) printf("%d",a[counter]); while(counter<10) { printf("%d",a[counter]); counter+=1; } do { printf("%d",counter); }while(counter>0);

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Counter credit means a person went into a bank and made a deposit with the teller. Sometimes this term will show up on your bank statement.

counter withdrawal often associated with fraudulent activity.

The DR code within HSBC stands for debit. DR withdrawn on a statement is a debit withdrawal that was made in the branch over the counter.

No, it is not an offer, only an indication of a willingness to consider any offers and counter-offers.

This is a statement, not a question.

A rectangle with dimensions of 1" x 2" .

To get Counter Strike Source you must first install Steam at www.Steam.com, once done search up Counter Strike Source. it will be in a package with Garrys mod. you can buy them seperatly or together for £15.00

A counter example is a proof of a negation of a universal statement.A statement of the form "all X are Y" (e.g. all men are mortal), can be disproved by providing a counter example (here: something (someone) which is both a man and immortal).A more mathematical example of the use of a counter example could be to disprove the statement "the product of two prime numbers is odd". This is a claim about all numbers which are the product of two prime numbers (all elements in the set {n in N | n = p*q where p and q are prime numbers}). This set contains infinitely many pair numbers, but a single example (or witness), is enough to disprove the statement. Four is such a number and can serve as a counter example.

on the paper next to the counter