Question

У васи и миши телефоны показывают 15 % заряда. А через час у васи 11 %, у миши 12 %. Может ли телефон миши разрядиться раньштелефона васи, если телефоны разряжаются равномерно. а показываемый процент заряда это целая часть значения заряда?

Answer 1

Ответ:

У Васи первый рпзрядится телефон

Answer 2

Can Mishka's phone discharge earlier than Vasya's phone if the phones discharge evenly and the displayed percentage of charge is the integer part of the charge value?

To answer this question, we need to consider the initial and final charge levels of Vasya's and Mishka's phones, as well as the rate at which the phones discharge.

Let's assume that Vasya's phone initially shows 15% charge and Mishka's phone also initially shows 15% charge. After one hour, Vasya's phone shows 11% charge, and Mishka's phone shows 12% charge.

If the phones discharge evenly, it means that they lose charge at the same rate. In this case, we can calculate the rate of discharge by finding the difference in charge levels between the initial and final states and dividing it by the time elapsed.

For Vasya's phone: - Initial charge level: 15% - Final charge level: 11% - Time elapsed: 1 hour

The rate of discharge for Vasya's phone can be calculated as follows: (15% - 11%) / 1 hour = 4% per hour

Similarly, for Mishka's phone: - Initial charge level: 15% - Final charge level: 12% - Time elapsed: 1 hour

The rate of discharge for Mishka's phone can be calculated as follows: (15% - 12%) / 1 hour = 3% per hour

Based on these calculations, we can see that Vasya's phone is discharging at a faster rate (4% per hour) compared to Mishka's phone (3% per hour). Therefore, it is unlikely that Mishka's phone will discharge earlier than Vasya's phone if the phones discharge evenly and the displayed percentage of charge is the integer part of the charge value.

Please note that these calculations assume that the phones discharge at a constant rate and that the displayed percentage of charge represents the integer part of the charge value.