Click and drag the given steps to their corresponding step names to prove that if a, b, and care integers, where a# O and c that acl bc, then alb. 0, such Step 1 Hence, b- ak al b. If acl bc, then there is an integer k such that k-bc-ac. Hence, k-c(b-a al b. Step 2 If acI bc, then there is an integer k such that k- bc-ac Hence, k- c(b-a al b. If ac l bc, then there is an integer k such that bc- ack