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Returns the index of the last element within a range of the one-dimensional array a that has the value specified by v The search proceeds in reverse order, beginning at a[start] and stopping at a[0] Returns 1 if the value is not found Returns the index of the last element within a range of the one-dimensional array a that has the value specified by v The search proceeds in reverse order, beginning at a[start] and running for count elements Returns 1 if the value is not found within the specified range (If the array has a lower bound other than 0, then the failure value is the lower bound 1) Returns the index of the last element within a range of the one-dimensional array a that has the value specified by v The search proceeds in reverse order, beginning at a[start] and running for count elements Returns 1 if the value is not found within the specified range Sets the size of a to size Reverses the elements in a Reverses a range of elements in a The range reversed begins at a[start] and runs for count elements Sets the value of the element at index idx within the invoking array to v The array must be one-dimensional Sets the value of the element at index idx within the invoking array to v The array must be one-dimensional Sets the value of the element at indices [idx1, idx2] within the invoking array to v The array must be two-dimensional Sets the value of the element at indices [idx1, idx2] within the invoking array to v The array must be two-dimensional Sets the value of the element at indices [idx1, idx2, idx3] within the invoking array to v The array must be three-dimensional Sets the value of the element at indices [idx1, idx2, idx3] within the invoking array to v The array must be three-dimensional Sets the value of the element at the specified indices within the invoking array to v The array must have as many dimensions as idxs has elements Sets the value of the element at the specified indices within the invoking array to v The array must have as many dimensions as idxs has elements Sorts a into ascending order The array must be one-dimensional Sorts a into ascending order The array must be one-dimensional Sorts a into ascending order using the comparison method specified by comp The array must be one-dimensional Sorts a into ascending order using the comparison method specified by comp The array must be one-dimensional Sorts a into ascending order using the comparison method specified by comp The array must be one-dimensional Sorts a pair of one-dimensional arrays into ascending order The k array contains the sort keys The v array contains the values linked to those keys Thus, the two arrays contain key/value pairs After the sort, both arrays are in ascending-key order.

TABLE 52 Cam angle (degrees) 000 1800

4 Evaluate each of the following improper integrals In each case, be sure to write the integral as an appropriate limit

public static int LastIndexOf(Array a, object v, int start, int count)

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public static int LastIndexOf<T>(T[ ] a, T v, int start, int count) public static void Resize<T>(ref T[ ] a, int size) public static void Reverse(Array a) public static void Reverse(Array a, int start, int count) public void SetValue(object v, int idx) public void SetValue(object v, long idx) public void SetValue(object v, int idx1, int idx2) public void SetValue(object v, long idx1, long idx2) public void SetValue(object v, int idx1, int idx2, int idx3) public void SetValue(object v, long idx1, long idx2, long idx3) public void SetValue(object v, int[ ] idxs) public void SetValue(object v, long[ ] idxs) public static void Sort(Array a) public static void Sort<T>(T[ ] a) public static void Sort(Array a, IComparer comp) public static void Sort<T>(T[ ] a, Comparison<T> comp) public static void Sort<T>(T[ ] a, IComparer<T> comp) public static void Sort(Array k, Array v)

Constraints for Example 2 Displacement (cm) 000 100 Velocity (cm/rad) 000 000 Acceleration (cm/rad/rad) 000 000

TABLE 21-12 Methods De ned by Array (continued)

21:

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