A sequence usually has a position-to-value function. Alternatively, it can be derived from the recursive relationship that defines the sequence.
The Value of a term
The term is accuracy
There are many meanings, depending on the context. For example: The position of a digit in a number is the place value that it occupies. The position of a point or shape in space are its coordinates. The position of a term in a sequence is its ordinal location in the sequence.
Substitute the numerical value of the position of the specific term in the equation and evaluate the result.
a maths solution
You substitute the value of the position in the position to term rune.
In the study of sequences, given a number n, the position to term rule tells you how the nth term of the sequence is calculated.
The Value of a term
The term effect size can refer to the value of a statistic calculated from a sample of data.
You find the position-to-value rule for the sequence. This takes the form: U(n) = a + n*d where a is a constant [ = U(0), a term calculated by moving BACK one term from the first], d is the common difference between terms, and n is the counter or index. Since both a and d are known, plugging in the value of n gives the nth term. Beware, though, that some courses teach the rule as U(n) = a' + d*(n-1) where a' is the first term.
The answer depends on what n is. It could be the value to position rule.
The term is accuracy
Interpolation
There are many meanings, depending on the context. For example: The position of a digit in a number is the place value that it occupies. The position of a point or shape in space are its coordinates. The position of a term in a sequence is its ordinal location in the sequence.
The term that defines the position a political party takes on various domestic and foreign policy issues is known as the party's "platform.
The To and Fro motion about the mean position of any system is known as the vibration or oscillation. Example- A simple pendulum.
The To and Fro motion about the mean position of any system is known as the vibration or oscillation. Example- A simple pendulum.