The diamond has an area of 32 square centimeters, and an internal angle of 30 degrees. What is the perimeter of the diamond
8 let the variable length be x, and the height is 0.5x if it passes through a vertex, so the area 32 = 0.2x * x is x = 8
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- 1. The perimeter of the diamond is 16cm, and one of its internal angles is 150 degrees?
- 2. If the perimeter of the diamond ABC is 16cm and an internal angle is 30 °, the area of the diamond ABC is
- 3. It is known that the perimeter of the diamond is 16cm, and there is an internal angle of 60 degrees, then the shorter diagonal length of the diamond is______ cm.
- 4. If the perimeter of the diamond is 8 cm and the height is 1 cm, what are the degrees of the two adjacent inner angles in the diamond?
- 5. If the perimeter of the diamond is 8 cm and the height is 1 cm, what is the degree ratio of the two collar angles of the diamond?
- 6. If the perimeter of a diamond is 8 cm and the height is 1 cm, the ratio of the degrees of the two adjacent angles of the diamond is 0——
- 7. As shown in the figure, in square ABCD, ∠ EDF = 45 ° and the two sides of ∠ EDF intersect AB and BC respectively at e and F. try to explore the quantitative relationship between AE, EF and CF, and prove your conclusion
- 8. Square ABCD, AE + CF = EF, verification ∠ EDF = 45 degree
- 9. As shown in the figure, in the quadrilateral ABCD, ab = CD, BF = De, AE ⊥ BD, CF ⊥ BD, e and f respectively. (1) prove: △ Abe ≌ △ CDF; (2) if AC and BD intersect at point O, prove: Ao = Co
- 10. As shown in the figure, e and F are two points on the diagonal BD of the quadrilateral ABCD, AE ‖ CF, AE = CF, be = DF
- 11. If the perimeter of the diamond is 40cm and the ratio of the two adjacent angles is 1:2, the length of the shorter diagonal depends on the process
- 12. If the perimeter of the diamond is 8 cm and the height is 1 cm, the degree ratio of the two adjacent angles of the diamond is 0 How to prove it? What is the definition? Is the 30 degree angle of a right triangle equal to half of the hypotenuse?
- 13. If the perimeter of the diamond is 8cm and the height is 1cm, then the degree ratio of the two adjacent angles of the diamond is?
- 14. If the perimeter of the diamond is 8cm and the ratio of degree of two adjacent angles is 1:2, the area of the diamond is
- 15. If the perimeter of the diamond is 40 cm and the ratio of the degrees of two adjacent internal angles is 1:2, the area of the diamond is 40 cm___ cm.
- 16. It is known that the perimeter of the diamond is 16cm, and the area is 8cm ^ 2
- 17. If the perimeter of the diamond is 16cm and the degree ratio of two adjacent angles is 1:2, the area of the diamond is () A. 43cm2B. 83cm2C. 163cm2D. 203cm2
- 18. It is known that the ratio of the degrees of the two adjacent corners of the diamond is 1:2 and the perimeter is 16 cm. What is its area
- 19. If the diagonals of the diamond are 8 and 8, then the inner angles of the diamond are 3-----
- 20. If the length ratio of the two diagonals of the diamond is 1:3, the degree of the smaller inner angle of the diamond is 0______ Degree