herbarium tarapoto
DESCRIPTION
ÂTRANSCRIPT
![Page 1: Herbarium Tarapoto](https://reader031.vdocuments.pub/reader031/viewer/2022020112/57906f511a28ab6874984a44/html5/thumbnails/1.jpg)
Miss Monica Kau, Prof. Antonio Sevilla, Miss Norma Ponte
Herbarium Biology, TIC, Math
Hector Hugo Garcia Rodriguez
![Page 2: Herbarium Tarapoto](https://reader031.vdocuments.pub/reader031/viewer/2022020112/57906f511a28ab6874984a44/html5/thumbnails/2.jpg)
1st plant:
Name: Anthurium
Scientific Name: Anthurium Crystallinum
![Page 3: Herbarium Tarapoto](https://reader031.vdocuments.pub/reader031/viewer/2022020112/57906f511a28ab6874984a44/html5/thumbnails/3.jpg)
2nd Plant
Name: Starfruit
Scientific Name: Scientific Name: Averrhoa Carambola
![Page 4: Herbarium Tarapoto](https://reader031.vdocuments.pub/reader031/viewer/2022020112/57906f511a28ab6874984a44/html5/thumbnails/4.jpg)
3rd Plant
Name: Guyana
Scientific Name: Heliconia Psittacorum
![Page 5: Herbarium Tarapoto](https://reader031.vdocuments.pub/reader031/viewer/2022020112/57906f511a28ab6874984a44/html5/thumbnails/5.jpg)
4th Plant:
Name: Las Cruces
Scientific Name: Heliconia Stricta
![Page 6: Herbarium Tarapoto](https://reader031.vdocuments.pub/reader031/viewer/2022020112/57906f511a28ab6874984a44/html5/thumbnails/6.jpg)
Triangle area= (0.39*2.25)/2
0.88/2
0.44
Triangle area= (0.76*0.89)/2 0.68/2
0.34
Parallelogram area=1.31*2.25
2.95
0.44 + 0.34 + 2.95 = 3.73
![Page 7: Herbarium Tarapoto](https://reader031.vdocuments.pub/reader031/viewer/2022020112/57906f511a28ab6874984a44/html5/thumbnails/7.jpg)
Semi-‐circle area: D=2.17
R=1.09
A=3.14*1.09²
A=3.14*1.19
A=3.74
Rectangle Area: 2.25*2.50
5.63
Triangle area:
(1.25*1.92)/2
2.40/2
1.20
3.74 + 5.63 + 1.20 = 10.57
![Page 8: Herbarium Tarapoto](https://reader031.vdocuments.pub/reader031/viewer/2022020112/57906f511a28ab6874984a44/html5/thumbnails/8.jpg)
Rectangle area: 5.42*0.50
2.71
Trapezoid area: ((3.33*5.67)/2)0.5
(18.88/2)0.5
9.44*0.5
4.72
Trapezoid area: ((3.33*5.67)/2)0.5
(18.88/2)0.5
9.44*0.5
4.72
2.71 + 4.72 + 4.72 = 12.15
![Page 9: Herbarium Tarapoto](https://reader031.vdocuments.pub/reader031/viewer/2022020112/57906f511a28ab6874984a44/html5/thumbnails/9.jpg)
Rhombus area: (2.00*0.83)/3
1.66/2
0.83
Rhombus area: (1.00*1.75)/2
1.75/2
0.88
Triangle area: 0.67*2.00
1.14
0.67
0.83 + 0.88 + 0.67 = 2.18
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Reflection
In this herbarium I have used things like rounding, estimating and polygon’s areas, these have helped me a lot. To start, in this work I had to learn the areas of basic polygons like: squares, rectangles, parallelogram, trapezoid, rhombus, triangles and circles. These areas can be used to identify irregular object’s areas in real life. Estimating helps us a lot because it is a practical form of finding an approximate measure of a large number, this can help us in real life to make a shorter measure in big numbers, like to say someone’s weight or height. And estimating helps us to calculate measures we don’t know exactly, like an irregular area.
We know leaves are important in our world for various reasons: First of all, they make photosynthesis, which keeps us humans and animals breathing while they produce their own food, that is why they’re at the bottom of the food chain, and if they weren’t there, we would have died years ago. They also work as food for both animals and humans. And they are an important part of ecosystems, working as a natural shadow and also
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habitat for a lot of animals, like birds, monkeys, insects, etc.