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1 If possible, use l H pital s Rule to evaluate each of the following limits In each case, check carefully that the hypotheses of l H pital s Rule apply cos x 1 x2 x3 e2x 1 2x (b) lim x 0 x2 + x4 cos x (c) lim x 0 x 2 [ln x]2 (d) lim x 1 (x 1) (x 2)3 (e) lim x 2 sin(x 2) (x 2) ex 1 (f ) lim x 1 x 1 2 If possible, use l H pital s Rule to evaluate each of the following limits In each case, check carefully that the hypotheses of l H pital s Rule apply (a)

Part I:

112 TABLE 51 Cam angle (degrees) 000 360 900 1800

class D : B { int k; // private // D can access B's i and j public void Setk() { k = i * j; } public void Showk() { ConsoleWriteLine(k); } } class ProtectedDemo { static void Main() { D ob = new D(); obSet(2, 3); // OK, known to D obShow(); // OK, known to D obSetk(); // OK, part of D obShowk(); // OK, part of D } }

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In this example, because B is inherited by D and because i and j are declared as protected in B, the Setk( ) method can access them If i and j had been declared as private by B, then D would not have access to them, and the program would not compile Like public and private, protected status stays with a member no matter how many layers of inheritance are involved Therefore, when a derived class is used as a base class for another derived class, any protected member of the initial base class that is inherited by the first derived class is also inherited as protected by a second derived class Although protected access is quite useful, it doesn t apply in all situations For example, in the case of TwoDShape shown in the preceding section, we specifically want the Width and Height values to be publicly accessible It s just that we want to manage the values they are assigned Therefore, declaring them protected is not an option In this case, the use of properties supplies the proper solution by controlling, rather than preventing, access Remember, use protected when you want to create a member that is accessible throughout a class hierarchy, but otherwise private To manage access to a value, use a property

Constraints for Example 1 Displacement (cm) 000 005 050 100 Velocity (cm/rad) 000 000 Acceleration (cm/rad/rad) 000 000 000

x3 x + ex x 2 ln x (b) lim x + x e x (c) lim x + ln[x/(x + 1)] sin x (d) lim x + e x ex (e) lim x 1/x ln |x| (f ) lim x e x 3 If possible, use some algebraic manipulations, plus l H pital s Rule, to evaluate each of the following limits In each case, check carefully that the hypotheses of l H pital s Rule apply (a) lim (a) (b)

public object GetValue(int idx) public object GetValue(long idx) public object GetValue(int idx1, int idx2) public object GetValue(long idx1, long idx2) public object GetValue(int idx1, int idx2, int idx3) public object GetValue(long idx1, long idx2, long idx3) public object GetValue(int[ ] idxs) public object GetValue(long[ ] idxs) public static int IndexOf(Array a, object v)

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Displacement (cm) Velocity (cm/rad) Acceleration (cm/rad/rad) Constraint 1 0 45 90 Cam rotation angle (deg)

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