Question

(u) josh took a trip last year. he drove 226.8 kilometers (km) in 6 hours at a constant speed. this year, josh considers taking a 8 hour trip, driving the same distance each hour as he did during last years trip.
show his 8 hour trip on the diagram below.
distance driven each hour: \boxed{} km
\

$$\begin{figure} \\centering \\begin{tikzpicture} \ odedraw, rectangle, minimum width=2cm, minimum height=1cm, fill=blue!20 at (0,0) {1 hour}; \ odedraw, rectangle, minimum width=2cm, minimum height=1cm, fill=blue!20 at (2,0) {1 hour}; \ odedraw, rectangle, minimum width=2cm, minimum height=1cm, fill=yellow!20 at (0,-1) {km}; \ odedraw, rectangle, minimum width=2cm, minimum height=1cm, fill=yellow!20 at (2,-1) {km}; \\drawdecorate, decoration={brace, amplitude=5pt} (-0.5,0.5) -- (2.5,0.5) nodemidway, above {2 hours}; \\end{tikzpicture} \\end{figure}$$

Explanation:

Step1: Calculate hourly distance

$\frac{226.8}{6} = 37.8$

Step2: Verify 8-hour total distance

$37.8 \times 8 = 302.4$

Step3: Fill diagram values

Each 1-hour block = 37.8 km

Answer:

Distance driven each hour: $37.8$ km
For the diagram: each of the two 1-hour blocks should be labeled with $37.8$ km, and to represent the full 8-hour trip, you would need 8 such 1-hour blocks (each showing 37.8 km) since each hour corresponds to 37.8 km driven.