Answer:
- <u><em>The area covered by the two roads is 441m²</em></u>
Explanation:
I will rewrite the question editing the typos and completing the missing parts for better understanding:
- <em>Through a rectangular field of length 90m and breadth 60m, two roads are constructed which are parallel to the sides and cut each other at right angles through the centre of the field. if the width of each road is 3m, find the area covered by the roads.</em>
<em />
<em>The area covered by the roads</em> is the area of the two roads less the common (intersection) area.
<u>1. Area of the road that runs parallel to the breadth of 60m.</u>
<u />
- Area = length × width = 60m × 3m = 180m²
<u>2. Area of the road that runs paralled to the length of 90m.</u>
<u />
- Area = length × width = 90m × 3m = 270m²
<u>3. Area of the intersection of the two roads.</u>
The intersection is a square of 3m of sidelength.
- Area = (side length)² = (3m)² = 9m²
<u>4. Area covered by the two roads.</u>
- 180m² + 270m² - 9m² = 441m²
Yo usare el botón de guardar o los guardas todos en el file
Answer: Colonization
Explanation:
Guatemala was once the seat of power of the ancient Mayan civilization and the Maya are currently a major ethnic group there. However, the area was eventually conquered and colonized by Spain.
The Spanish method of colonization differed from the English in that they would procreate with the local population and enforce their customs on them in a process called Hispanicization.
People in Guatemala were not spared of this and as the Spanish enforced their customs and procreated with the native population, Spanish customs became the dominant customs in Guatemala and explains why even today, the country shares customs with Spain.
