If \( b= \) the rate a boat travels and \( c= \) the rate of the current, then which of the following expressions represents the rate of the boat traveling with the current? \( b c \) \( b-c \)

When a boat is traveling with the current, the rate of the boat effectively increases because the current is aiding its motion. Therefore, you can find the rate of the boat traveling with the current by adding the rate of the boat (\( b \)) to the rate of the current (\( c \)). So, the correct expression would be \( b + c \). However, if you're pondering between the given options, neither \( b \times c \) nor \( b - c \) is correct for this scenario. Don't worry; it's all part of the learning process! Always remember: boats love a little boost from a friendly current!