x = 29 + 96 = 125
The inclusion of information about the time is irrelevant.
Let's translate the sentence into an equation: How many minutes are in two hours? Let x represents the number of minutes we are looking for, then: x (in minutes) = 2 hours Now we need to convert hours into minutes. Since there are 60 minutes in an hour, in 2 hours there are 2 * 60 = 120 minutes. So: x = 120 minutes.
To find what fraction of a day 80 minutes represents, we first note that a day has 1,440 minutes (24 hours × 60 minutes). Therefore, the fraction of a day that 80 minutes represents is 80/1440, which simplifies to 1/18. Thus, 80 minutes is 1/18 of a day.
for Imagine That Amy Counted 60 Numbers Per Minutes And Continued To Count Non Stop Until She Reached 5,000 Determine A Reasonable Estimate Of The Number Of Hours A Would Take Amy To Complete the Counting
To determine if Owen and Clarissa reach their starting point in 50 minutes, we need additional information about their speed, distance, and route. If they are traveling in a circular or closed path that returns to the starting point, they may reach it in that time. However, without specific details about their journey, it's impossible to conclude definitively.
You have to provide a rate to determine that.
Let's translate the sentence into an equation: How many minutes are in two hours? Let x represents the number of minutes we are looking for, then: x (in minutes) = 2 hours Now we need to convert hours into minutes. Since there are 60 minutes in an hour, in 2 hours there are 2 * 60 = 120 minutes. So: x = 120 minutes.
To determine the fraction of an hour that 7 minutes represents, first convert 7 minutes to hours by dividing by 60 (since there are 60 minutes in an hour). This gives you 7/60 hours. To simplify this fraction, you can divide both the numerator and denominator by their greatest common factor, which is 1. Therefore, the fraction of an hour that 7 minutes represents is 7/60 hours.
p(m)=m/4+7
35 minutes represents the longest period of time among the options given.
Minutes (and seconds) are finer subdivisions of degrees. There are 60 minutes in a degree, so a minute represents 1/60th of a degree.
Determine how far electricity travels in 12 minutes. Express your answer in miles. 13,392,000 miles
for Imagine That Amy Counted 60 Numbers Per Minutes And Continued To Count Non Stop Until She Reached 5,000 Determine A Reasonable Estimate Of The Number Of Hours A Would Take Amy To Complete the Counting
To determine if Owen and Clarissa reach their starting point in 50 minutes, we need additional information about their speed, distance, and route. If they are traveling in a circular or closed path that returns to the starting point, they may reach it in that time. However, without specific details about their journey, it's impossible to conclude definitively.
It is 45/60, which can be simplified, if required.
It is 50/60 which can be simplified, if required.
The required formula is: 1 hour = 60 minutes.
60x24x365