Answer:
La longitud del jardín es [tex]l \approx 44.72\,m[/tex]. (Opción A) (The length of the garden is [tex]l \approx 44.72\,m[/tex]) (Option A)
Step-by-step explanation:
El largo del jardín se calcula por el Teorema de Pitágoras (The length of the garden is now calculed by the Pythagorean Theorem):
[tex]l = \sqrt{(60\,m)^{2}-(40\,m)^{2}}[/tex]
[tex]l \approx 44.72\,m[/tex]
Answer:
A) x = 44,72 m
Step-by-step explanation:
A rectangular shape means two dimensions width (w) and length (l) and the internal angles are of 90⁰; therefore if we know one of its side, and a diagonal (d) we can calculate the other side, using Pytagoras Theorem, then:
x² + l² = d²
x² = d² - l² ⇒ x² = (60)² - (40)² ⇒ x² = 3600 - 1600
x² = 2000
x = √2000
x = 44,72 m
