Question
1. The largest interior angle of a hexagon is six times the smallest. The second to the largest two interior angles are each three times
1. The largest interior angle of a hexagon is six times the smallest. The second to the largest two interior angles are each three times the smallest and the third larger interior angle is twice the smallest. If there are two smallest interior angles;
a. Find the measures of the interior angles and construct the hexagon.
b. Is the hexagon simple or complex?
c. Is it concave or convex?
2. Find the measures of interior angles of a regular octagon.
3. Give an example of a solid that has no edges and vertices.
4. Give an example of a solid that has a peak or pointed part.
5. Discuss the procedures in obtaining the image of an object of the given transformation. a. Translation b. Rotation c. Reflection
6. Discuss the transformations exhibited in the picture below.
7. Make a wall paper or frieze pattern using the number 8.
8. Math of Finance: A couple planned to build a P2,500,000 house after 5 years. How much should be deposited in a savings account now that pays 2.5% interest compounded monthly to have such amount in 5 years?
this is for number 6.
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