Bytelearn - cat image with glassesAI tutor

Welcome to Bytelearn!

Let’s check out your problem:

Jon's New Year's resolution is to read a little bit every day, and he's off to a good start! Jon has read the same amount of time each day for the past 44 days. He's read 6060 minutes in all.\newlineLet tt represent the amount of time Jon read each day. Which equation models the problem?\newlineChoices:\newline(A) 4t=604t = 60\newline(B) t4=60\frac{t}{4} = 60\newlineSolve this equation to find the amount of time Jon read each day.\newline____ minutes\newline

Full solution

Q. Jon's New Year's resolution is to read a little bit every day, and he's off to a good start! Jon has read the same amount of time each day for the past 44 days. He's read 6060 minutes in all.\newlineLet tt represent the amount of time Jon read each day. Which equation models the problem?\newlineChoices:\newline(A) 4t=604t = 60\newline(B) t4=60\frac{t}{4} = 60\newlineSolve this equation to find the amount of time Jon read each day.\newline____ minutes\newline
  1. Calculate Daily Reading Time: Jon read 6060 minutes in total over 44 days. To find the time he read each day, we need to divide the total time by the number of days. \newlineCalculation: 6060 minutes ÷\div 44 days = 1515 minutes per day.
  2. Verify Equation (A): Let's check the equations given in the choices to see which one models the problem correctly. \newlineChoice (A) 4t=604t = 60 correctly represents the situation because if tt is the time Jon reads each day, then 44 days of reading would total to 4t4t, which equals 6060 minutes.
  3. Substitute t=15t = 15: Now, let's verify by substituting t=15t = 15 into the equation 4t=604t = 60.\newlineCalculation: 4×15=604 \times 15 = 60.