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What statements about the pre-columbian Sioux Indians is not valid?
Wiki User
∙ 12y ago
The sioux hunted buffalo on horseback.
Wiki User
∙ 12y ago
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It can substantiate your statements, if the inference is valid.
Why is obtaining a representative sample important?
Many statistical statements for a population which are based on a sample are not valid if the sample is not representative.
Assume that these two statements are true All Mots are nice Bill is a Mot The statement Bill is Nice is?
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Why is Jackson identified with the common man and is it valid to portray Jackson as this man?
the victory of 1836 against the Indians The "REBEL" :)
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What statements about user accounts are correct?
Every user account has its own directory. Every user on a system has a unique account name. You must have a valid user account to start a UNIX session.
How do you use the ideas of logic with conditional if then statements to verify valid conjectures and refute conjectures?
By creating a strong inference, you can then put your ideas to the test. After close observation, you can then rule-out any incorrect guesses.
What are the three required sets of statements for every function that a programmer writes in C plus plus?
There is no requirement for any statement in a C++ function, let alone three sets of statements. For instance, the following is a perfectly valid function: void foo(){} Clearly this does nothing as it has no statements in the function body, but it is nevertheless a valid function. Perhaps you mean something else by "statements". The only requirement of a function is that it have a return type, a valid name, an argument list and a function body. The return type may be void, of course, and the argument list may be empty, but it must include the ellipses. The function declaration need not include the function body, and the argument list need only specify the type of argument (the argument names are optional and need not match those declared in the actual definition). The function name and the arguments define the function signature (the prototype), thus the three required "components" of a function are the return type, the signature and the function body.
How do you use the ideas of logic with conditional if-then statements to verify valid conjectures and refute invalid conjectures?
By creating a strong inference, you can then put your ideas to the test. After close observation, you can then rule-out any incorrect guesses.
In which of the following scenarios would you need to use a nested IF statement?
You use a nested if when the condition is dependent upon another condition. For example: if (ptr != nullptr) { // ptr is non-null -- test the value it refers to if (ptr* == 0) { // the value pointed to by ptr is zero } else { // the value pointed to by ptr is non-zero } } In this case, the alternative to a nested if creates an inefficiency: if (ptr != nullptr && *ptr == 0 ) { // ptr is valid and refers to the value zero } else if (ptr != nullptr) { // ptr is valid and refers to a non-zero value } In this example, the expression "ptr != nullptr" is evaluated twice when ptr is valid and refers to a non-zero value. The nested if only evaluates this expression one time.
