Project Isosceles Triangles
... notes. CAB is called the vertex angle. The vertex angle of an isosceles triangle is the angle formed by the two congruent sides. Write this definition in your notes as well. ...
... notes. CAB is called the vertex angle. The vertex angle of an isosceles triangle is the angle formed by the two congruent sides. Write this definition in your notes as well. ...
Nth Term - MathsBedwas
... •Rectangle is length x width •Triangle is height x base / 2 •Trapezium is (add parallel sides) x height /2 •Compound shapes – split into easier shapes then add ...
... •Rectangle is length x width •Triangle is height x base / 2 •Trapezium is (add parallel sides) x height /2 •Compound shapes – split into easier shapes then add ...
Application 1
... 1. In class we discussed that the sum of the measures of the interior angles of a convex quadrilateral is 360o.” Using Geometer’s Sketchpad, determine whether this is true for a concave quadrilateral. Please display all appropriate angle measures and sums. 2. Another theorem that we stated in class ...
... 1. In class we discussed that the sum of the measures of the interior angles of a convex quadrilateral is 360o.” Using Geometer’s Sketchpad, determine whether this is true for a concave quadrilateral. Please display all appropriate angle measures and sums. 2. Another theorem that we stated in class ...
Tech Math
... What is the sum of A + B + C if A is 100 lb, right; B is 50 lb, left; and C is 30 lb, left. Given: A = + 100 lb; B = - 50 lb; C = -30 lb A + B + C = (100 lb) + (-50 lb) + (-30 lb) A + B + C = (100 lb) + (-50 lb) + (-30 lb) A + B + C = +(100 lb - 50 lb - 30 lb) ...
... What is the sum of A + B + C if A is 100 lb, right; B is 50 lb, left; and C is 30 lb, left. Given: A = + 100 lb; B = - 50 lb; C = -30 lb A + B + C = (100 lb) + (-50 lb) + (-30 lb) A + B + C = (100 lb) + (-50 lb) + (-30 lb) A + B + C = +(100 lb - 50 lb - 30 lb) ...
Document
... 4. The side of an equilateral triangle measures 21 inches. Find the length of the altitude of the triangle. 10.5√3 ≈ 18.19 in 5. ∆MNP is a 45°- 45°- 90° triangle with right angle P. Find the coordinates of M in quadrant II with P(2,3) and N(2,8). ...
... 4. The side of an equilateral triangle measures 21 inches. Find the length of the altitude of the triangle. 10.5√3 ≈ 18.19 in 5. ∆MNP is a 45°- 45°- 90° triangle with right angle P. Find the coordinates of M in quadrant II with P(2,3) and N(2,8). ...
