4-5 line each question

May 14th, 2015
DreamIt
Category:
Algebra
Price: $5 USD

Question description

QUESTION 1

  1. Tanisha cut a triangle with angles of 62°, 30°, and 88° in three pieces so that each piece had one angle of the triangle. She arranged the three angles connected together such that the three corners of the triangle were all touching. What type of angle was formed and what does this show?

QUESTION 2

  1. A rectangle has a length of 5 inches and a width ofxinches.

    Write an equation to represent the perimeter of the rectangle.

    Explain your reasoning.

QUESTION 3

  1. Two friends are playing darts and both throw darts that land at the edge of the same circle on the target shown. The distance from one of the darts to the center of the target is 2 inches.

    What does this mean for the distance between the other dart and the center of the target? Explain your reasoning.

     Arrow in the center of target on archery board 

QUESTION 4

  1. Consider the following circle with center at pointO.

     Circle O with points R, U, S and T on the circle. Segments SR and TU pass through point O. Segment RT is also shown in the diagram. 

    Identify one radii, one diameter, and one chord of the circle. Justify your answers.

QUESTION 5

  1. Consider a circle with diameter of 10 cm.

    What is the circumference of the circle? What is the ratio of the circumference to the diameter?

QUESTION 6

  1. Which of the following sets of lengths can be used to form the sides of a triangle? Explain your reasoning.

    • 5 inches, 8 inches, 20 inches
    • 3 inches, 16 inches, 18 inches
    • 2 inches, 5 inches, 7 inches

QUESTION 7

  1. Explain what is true if a rectangular prism and a cylinder have the same volume and the same height.

QUESTION 8

  1. Consider the given triangle.

     Triangle G H I with a five, seven, and ten centimeter sides 

    How are the lengths of the sides of the triangle and the measure of its angles related?

    List the angles of the triangle in order of size from least to greatest.


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School: Boston College
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