) Chase is comparing music subscription prices. A 12-month subscription with All Ears costs $91.80 and a 3-month subscription with Press Play costs $19.35. Which service costs less per month?
To find the cost per month for each service, we need to divide the total cost by the number of months in the subscription.
For All Ears, the 12-month subscription costs $91.80, so the cost per month would be $91.80 / 12 = $7.65 per month.
For Press Play, the 3-month subscription costs $19.35, so the cost per month would be $19.35 / 3 = $6.45 per month.
Therefore, Press Play costs less per month than All Ears.
)) Lillian and Mackenzie clean rooms at a hotel. Today, they cleaned the same number of rooms, but Mackenzie worked fewer hours. Tomorrow, their shifts are the same length. Who will likely clean more rooms?
Since Lillian and Mackenzie cleaned the same number of rooms today but Mackenzie worked fewer hours, it suggests that Mackenzie is more efficient in cleaning rooms.
Therefore, if their shifts are the same length tomorrow, it is likely that Mackenzie will clean more rooms compared to Lillian.
The shampoo Eva likes to use costs $6 for a 24-ounce bottle. The conditioner she likes to use costs $12 for a 30-ounce bottle. How much more per ounce does her conditioner cost than her shampoo?
To find out how much more per ounce the conditioner costs than the shampoo, we need to calculate the cost per ounce for each product.
The shampoo costs $6 for a 24-ounce bottle, so the cost per ounce would be $6/24 = $0.25 per ounce.
The conditioner costs $12 for a 30-ounce bottle, so the cost per ounce would be $12/30 = $0.40 per ounce.
To find how much more the conditioner costs per ounce than the shampoo, we subtract the cost per ounce of the shampoo from the cost per ounce of the conditioner: $0.40 - $0.25 = $0.15.
Therefore, Eva's conditioner costs $0.15 more per ounce than her shampoo.
)) During vacation, Dave and his brother, Scott, rode their bikes from their family's rental house to a pond to go fishing. Although they left the rental house together, Dave arrived at the pond a few minutes before Scott. This weekend, they plan to ride a nearby mountain trail and turn back after an hour if they can't complete it. Who will likely ride farther along the mountain trail?
Since Dave arrived at the pond a few minutes before Scott on their bike ride to go fishing, it suggests that Dave may be a faster rider or have a higher average speed than Scott.
Assuming all other factors remain the same, it is likely that Dave will ride farther along the mountain trail compared to Scott. However, factors such as stamina, endurance, and any differences in physical fitness levels could also play a role in determining who will ride farther.