Analyzing a Cycling Tour Map

MathematicsProblem SolvingEasy

Published:

10. Below, you see the map of "Cycling Tour August 2025".

[Map image containing route paths, distances of 10km, 20km, 15km, 15km, tent icons, start and finish labels]

According to the map above, which of the following is false?

A) You have to ride your bike for more than 50 km to finish the whole tour.

B) You spend less than three nights at the camping areas during the tour.

C) The tour takes less than a week to complete.

D) The particular starting time of the tour is given on the map.

This question includes visual content: A map showing a cycling tour route divided into four parts with different line styles: dashed (Part 1, 10 km), solid line (Part 2, 20 km), triple lines (Part 3, 15 km), and double lines (Part 4, 15 km). There are four tent icons marking overnight camping spots. The route starts at a pin on Wednesday, August 13, at 9 a.m. and finishes at a pin on Saturday, August 16. A legend explains the line styles and the tent icon representing mandatory overnight stays.

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Step by Step Written Solution

1
Step 1

Hi Asya, let's analyze this cycling tour map together to identify which statement is false.

Analyzing the Cycling Tour

2
Step 2

First, let's calculate the total distance. We have four parts measuring 10, 20, 15, and 15 kilometers.

$$10 + 20 + 15 + 15 = 60$$
3
Step 3

The total distance is 60 kilometers. Since 60 is greater than 50, statement A is true.

4
Step 4

Next, let's look at the camping areas. There are three tent icons, meaning you stay overnight three times. Therefore, statement B is false because it claims you stay less than three nights.

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About This Question

Subject
Mathematics
Topic
Problem Solving
Difficulty
Easy
Question Type
Multiple Choice

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