Wamboi drop from Nairobi to narok the speed limit on the road was a maximum of 100 km per hour she drove for 2x kilometers per hour 4 and solve an inequality that help presents wamboy's speed

Answer 1

To express Wamboi's speed in an inequality, let’s first establish what we know from the information provided:

1. The maximum speed limit on the road is 100 km/h.
2. Wamboi drove at a speed of \(2x\) km/h.

To find an inequality that represents Wamboi's speed in relation to the speed limit, we can set up the following inequality:

\[ 2x \leq 100 \]

Next, we can solve for \(x\):

1. Divide both sides of the inequality by 2:

\[ x \leq 50 \]

Thus, the inequality \(2x \leq 100\) leads us to the conclusion that \(x\) must be less than or equal to 50.

This means Wamboi's speed (in terms of \(x\)) can be at most \(100\) km/h if \(x\) is at its maximum value of \(50\). The solution presents the limit for the variable speed, representing all permissible speeds Wamboi could have driven under the given conditions.