Practical Geometry

1. To construct a quadrilateral uniquely, it is necessary to have the knowledge of at least _______ independent elements *

2 points

Three

Four

Five

Six

2. To construct a unique parallelogram, the minimum number of measurements needed is: *

2 points

2

3

4

5

3. To construct a unique rectangle, the minimum number of measurements needed is: *

2 points

4

3

2

1

4. A unique rhombus can be constructed if both diagonals are given *

2 points

True

False

Cannot say

None of these

5. The minimum number of measurements needed to construct a unique square is: *

2 points

1

2

3

4