Design a Circular Logo
... 1. Decide on a company name and the new product the company hopes to promote. 2. Design a circular logo for the company that applies the geometric properties of a circle. The diameter of the circle cannot be greater than 8 cm. 3. Draw the outline of a circular logo on a Cartesian plane on graph pape ...
... 1. Decide on a company name and the new product the company hopes to promote. 2. Design a circular logo for the company that applies the geometric properties of a circle. The diameter of the circle cannot be greater than 8 cm. 3. Draw the outline of a circular logo on a Cartesian plane on graph pape ...
Geometry Individual Solutions
... the case of a hexagon the sum of the angles is 720° so the average is 720/6 or C. 120°. 5. B. The area of a kite is the product of the diagonals divided by 2, so the area of the kite is 72in2. The price is in ft2 so the area needs to be converted. 72in2 is 0.5ft2 so 0.5 times $1.50 is $0.75. 6. B. G ...
... the case of a hexagon the sum of the angles is 720° so the average is 720/6 or C. 120°. 5. B. The area of a kite is the product of the diagonals divided by 2, so the area of the kite is 72in2. The price is in ft2 so the area needs to be converted. 72in2 is 0.5ft2 so 0.5 times $1.50 is $0.75. 6. B. G ...
Formulas
... 1. Circles and Angles (A #6) a. The measure of a central angle is equal to the measure of the intercepted arc. b. An angle formed by a tangent and a chord to a circle (an inscribed angle) is measured by half its intercepted arc. c. The measure of an angle outside the circle that is formed by two sec ...
... 1. Circles and Angles (A #6) a. The measure of a central angle is equal to the measure of the intercepted arc. b. An angle formed by a tangent and a chord to a circle (an inscribed angle) is measured by half its intercepted arc. c. The measure of an angle outside the circle that is formed by two sec ...