Miley is saving for a new pair of boots. They cost $150 . Every week, she puts $25 into her savings account. Based on the graph, state the number of weeks it will take for her to save enough money to buy the boots
Based on the graph, it will take Miley 6 weeks to save enough money to buy the boots.
Trishas mom asked her to fill up the car's gas tank and gave her $30. the graph shows the total cost of gas based on the number of gallons. the point x shows the number of gallons of gasoline trisha can purchase. State, to the nearest whole, the number of gallons of gasoline she can purchase.
Without a provided graph, I am unable to determine the exact number of gallons of gasoline Trisha can purchase. Please provide the graph or the data points in order for me to assist you accurately.
point x on the graph shows (9, 30)
According to the given point (9, 30) on the graph, Trisha can purchase approximately 9 gallons of gasoline with $30.
To determine the number of weeks it will take for Miley to save enough money to buy the boots, we need to divide the total cost of the boots by the amount she saves each week.
Total cost of the boots = $150
Amount saved each week = $25
Number of weeks = Total cost of the boots / Amount saved each week
Number of weeks = $150 / $25
Number of weeks = 6
Therefore, it will take Miley 6 weeks to save enough money to buy the boots.
To determine the number of weeks it will take for Miley to save enough money to buy the boots, we need to divide the cost of the boots ($150) by the amount she saves per week ($25). This will give us the number of weeks it will take for her to reach her savings goal.
The calculation is straightforward:
Number of weeks = Total cost of boots / Amount saved per week
Substituting the values:
Number of weeks = $150 / $25
Now, let's calculate the expression:
Number of weeks = 6
Therefore, it will take Miley 6 weeks to save enough money to buy the boots.