Question

Периметр треугольника МКР равен 92 см. Сторона МК равна 24 см, Сторона КР на 9 см больше стороны МК. Найти длину стороны МР.​

Answer 1

Ответ: 35 см.

Пошаговое объяснение:

Р=92 см.  МК=24 см. КР на 9 см > МК  КР=24+9= 33 см.

Сторона МР = 92 - (24+33)= 92-57 = 35 см.

Answer 2

Ответ:

$35 \\ = = = = = = = =$

Answer 3

This is a mathematical question related to finding the length of one side of a triangle given its perimeter and the lengths of its other two sides. Let's solve it:

Given: Perimeter of triangle MKR = 92 cm Side MK = 24 cm Side KR = MK + 9 cm (since Side KR is 9 cm longer than Side MK)

To find the length of Side MR (we'll denote it as x):

Perimeter = Sum of all three sides 92 cm = MK + KR + MR

We know MK and KR, so we can substitute those values: 92 cm = 24 cm + (24 cm + 9 cm) + MR

Now, simplify the equation: 92 cm = 33 cm + MR

To find MR, subtract 33 cm from both sides of the equation: MR = 92 cm - 33 cm MR = 59 cm

So, the length of Side MR is 59 cm.