Question

ГИБРАЛТАРСКИЙ ПРОЛИВ МОЖНО ПЕРЕСЕЧ НА ЯХТЕ ЗА 3 ЧАСА, А НА СУДНЕ С ПОДВОДНЫМИ КРЫЛЬЯМИ- ЗА 2 ЧАСА. КАКУЮ ЧАСТЬ СОСТАВЛЯЕТ ВРЕМЯ ДВИЖЕНИЯ ЧЕРЕЗ ПРОЛИВ НА СУДНЕ С ПОДВОДНЫМИ КРЫЛЬЯМИ ОТ ВРЕМЕНИ ДВИЖЕНИЯ НА ЯХТЕ? СКОРОСТЬ КАКОГО СУДНА БОЛЬШЕ?

Answer 1

2:3= ты дробью напиши две третьих
Значит, скорость судна с подвдными крыльями больше потому что оно пересечет быстрее пролив чем яхта
Ответ: две третьих , судно с подводными крыльями

Answer 2

Gibraltar Strait Travel Times

The Gibraltar Strait is a narrow waterway that separates the Iberian Peninsula from North Africa. It is an important shipping route connecting the Atlantic Ocean to the Mediterranean Sea. The question asks about the travel times through the strait on a yacht and a vessel with underwater wings.

According to the information provided, the travel time through the strait is 3 hours on a yacht and 2 hours on a vessel with underwater wings. The question asks what proportion of the travel time on the yacht is represented by the travel time on the vessel with underwater wings, and which vessel has a higher speed.

To calculate the proportion of the travel time on the yacht compared to the vessel with underwater wings, we can use the formula:

Proportion = Travel Time on Yacht / Travel Time on Vessel with Underwater Wings

Substituting the given values:

Proportion = 3 hours / 2 hours = 1.5

Therefore, the travel time on the yacht represents 1.5 times the travel time on the vessel with underwater wings.

To determine which vessel has a higher speed, we need additional information. Unfortunately, the search results provided do not contain specific information about the speeds of yachts or vessels with underwater wings in the Gibraltar Strait. Therefore, we cannot determine which vessel has a higher speed based on the given information.

If you have any further questions or need clarification, please let me know!