Question

Пирожные стоят на 15% больше, чем булочки. Сколько стоят пирожные, если за все заплатили 10,75?

Answer 1

Стоимость булочек х
стоимость пирожных х+0,15х
всего 10,75
составим уравнение
х+х+0,15х=10,75
2,15х=10,75
х=10,75:2,15
х=5 стоимость булочек
5+(5*0,15)=5,75 стоимость пирожных
=========================

Answer 2

Пусть х стоят булочки,
тогда 1,15 х - пирожные.
         х+ 1,15х - вместе .
По условию-это 10,75.
х+ 1,15х=10,75
2,15х=10,75
х=5
10,75-5=5,75
Ответ: 5,75

Answer 3

Calculating the Cost of Pastries and Buns

To calculate the cost of pastries and buns, we can use the given information that the pastries cost 15% more than the buns, and the total cost for both is $10.75.

Let's denote the cost of the buns as x. Then, the cost of the pastries would be x + 15% of x.

Calculating the Cost

The total cost for both pastries and buns is $10.75. Using this information, we can set up the following equation:

x + (x + 15% of x) = 10.75

Solving this equation will give us the cost of the pastries and the buns.

Solution

Let's solve the equation:

x + (x + 0.15x) = 10.75

Combining like terms:

2x + 0.15x = 10.75

2.15x = 10.75

Now, solving for x:

x = 10.75 / 2.15

x = 5

So, the cost of the buns is $5.

Now, we can calculate the cost of the pastries:

Cost of pastries = $5 + 15% of $5

Cost of pastries = $5 + $0.75

Cost of pastries = $5.75

Answer

Therefore, the buns cost $5 and the pastries cost $5.75 if the total amount paid is $10.75.