Question

На обед Элли испекла прямоугольный хлебец длиной 4см. и шириной 3см. Начерти такой же прямоугольник. одну шестую своего хлебца Элли отдала Тотошке, одну третью Льву, одну вторую вороне Кагги-Карр. Чему равна площадь этих кусочков хлеба? Кто получил наибольшую долю? наименьшую?

Answer 1

1) 4*3=12(см. кубических)-S хлебца.
2) 12:6*1=2(см. кубических)-Тотошке.
3) 12:3*1=4(см. кубических)-Льву.
4) 12:2*1=6(см. кубических)-Вороне Кагги-Карр

Ответ: Вороне Кагги-Карр досталость наибольшая доля.

Answer 2

Problem Analysis

Ellie baked a rectangular bread with a length of 4 cm and a width of 3 cm. She then divided the bread into several pieces and gave them to Totoshka, Lv, and Kaggi-Karr. We need to find the area of each piece of bread and determine who received the largest and smallest share.

Solution

To find the area of the rectangular bread, we can use the formula: Area = length * width.

Given that the length of the bread is 4 cm and the width is 3 cm, we can calculate the area as follows:

Area = 4 cm * 3 cm = 12 cm².

Now, let's calculate the area of each piece of bread that Ellie gave to Totoshka, Lv, and Kaggi-Karr.

1. Totoshka received one-sixth of the bread. To find the area of Totoshka's piece, we need to calculate one-sixth of the total area:

Totoshka's area = (1/6) * 12 cm² = 2 cm².

2. Lv received one-third of the bread. To find the area of Lv's piece, we need to calculate one-third of the total area:

Lv's area = (1/3) * 12 cm² = 4 cm².

3. Kaggi-Karr received one-half of the bread. To find the area of Kaggi-Karr's piece, we need to calculate one-half of the total area:

Kaggi-Karr's area = (1/2) * 12 cm² = 6 cm².

Summary

The rectangular bread baked by Ellie has an area of 12 cm². She divided it into several pieces and gave them to Totoshka, Lv, and Kaggi-Karr. The area of Totoshka's piece is 2 cm², Lv's piece is 4 cm², and Kaggi-Karr's piece is 6 cm².

Therefore, Kaggi-Karr received the largest share of the bread with an area of 6 cm², while Totoshka received the smallest share with an area of 2 cm².

I hope this helps! Let me know if you have any further questions.