Consider the triangle below.

Question

(2 points)
Length of each side of the triangle =
units.

The perimeter of the triangle is
units. Remember to simplify the expression.

Question 2
Consider the shape below.

(2 points)


How many sides does this shape have?
sides

The perimeter of the shape is
units. Remember to simplify the expression.

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Answer 1

To assist you accurately, I need more specific information about the triangle and the shape you're referring to. Since there are no images or detailed descriptions provided, I can help with some general formulas.

For the Triangle:

1. Length of Each Side: If each side of the triangle is denoted as \( s \), then you need to provide or assume a value for \( s \) to calculate the perimeter.
2. Perimeter: The perimeter \( P \) of a triangle with three equal sides (an equilateral triangle) is calculated as: \[ P = 3s \]

For the Shape:

1. Number of Sides: The number of sides depends on the shape you've mentioned (e.g., quadrilateral has 4 sides, pentagon has 5, etc.). You need to describe the shape.
2. Perimeter: The perimeter \( P \) of a polygon can be calculated by summing the lengths of all its sides. If the sides are denoted as \( a, b, c, ... \), then: \[ P = a + b + c + ... \]

Please provide the specific side lengths for the triangle and describe the shape for further assistance!