The distance of Brandon’s bike in each interval of time can be represented in the attached Table 1.
Further explanation:
Given:
Brandon enters in to the bike race and he bikes in every .
Calculation:
It is given that in every Brandon bikes .
The distance is in the form of mixed fraction.
Therefore, the distance can be written in the form of decimal as follows:
Brandon bike's in every .
We know that is equivalent to .
So, can be converted into minutes as follows:
Therefore, in every Brandon bikes .
So, in next Brandon also bikes .
In every Brandon travels .
In every Brandon travels .
Method 2:
Speed of Brandon’s bike can be calculated as ,
…… (1)
Here, is the distance and is the time.
The distance is and time is .
Now, substitute and in the equation (1) to obtain the speed as follows:
Therefore, the rate of travelling of Brandon’s bike is .
The distance of Brandon’s bike in each interval of time can be represented in the attached Table 1.
Learn more:
1. Learn more about problem on numbers: brainly.com/question/1852063
2. Learn more about problem on function brainly.com/question/3225044
3. Learn more about problem on digits brainly.com/question/120717
Answer details:
Grade: Middle school
Subject: Mathematics
Chapter: Speed, time and distance
Keywords: Distance, Brandon’s bike, interval, time, race, mixed fraction, distance, decimal, hour, minutes, rate, fraction, velocity, 1/2 miles, 1/2 hour.