The first three problems in this Exercise refer to a critical section of the form
lock(lk);
operation
unlock(lk);
where the “operation” updates the shared variable shvar using the local (nonshared) variable x as follows:

Compare the best-case performance of your code from 2.29.1 and 2.29.2, assuming that each instruction takes one cycle to execute. Note: best-case means that ll/sc always succeeds, the lock is always free when we want to lock(), and if there is a branch we take the path that completes the operation with fewer executed instructions.

Problem 2.29.1

Write the MIPS assembly code for this critical section, assuming that the address of the lk variable is in $a0, the address of the shvar variable is in $a1, and the value of variable x is in $a2. Your critical section should not contain any function calls, i.e., you should include the MIPS instructions for lock(), unlock(), max(), and min() operations. Use ll/sc instructions to implement the lock() operation, and the unlock() operation is simply an ordinary store instruction.

Problem 2.29.2

The first three problems in this Exercise refer to a critical section of the form
lock(lk);
operation
unlock(lk);
where the “operation” updates the shared variable shvar using the local (nonshared) variable x as follows:

Repeat problem 2.29.1, but this time use ll/sc to perform an atomic update of the shvar variable directly, without using lock() and unlock(). Note that in this problem there is no variable lk.

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a. shvar=max(shvar,x); b. if(shvar>0) shvar=max(shvar,x); Operation