La distancia entre el barco y la base del acantilado es 291.61 metros.
<h3>
¿Como calcular la distancia?</h3>
Podemos pensar en esta situacion como en un triangulo rectangulo. Uno de los catetos mide 687 metros, que es la altura del acantilado.
Y conocemos el angulo al que ese cateto es adjacente, que mide 23 grados.
La distancia entre la base del acantilado y el barco será el otro cateto del triangulo rectangulo.
Entonces podemos usar la relación:
tan(a) = (cateto opuesto)/(cateto adjacente)
Reemplazando lo que sabemos:
tan(23°) = D/687m
tan(23°)*687m = D = 291.61m
La distancia entre el barco y la base del acantilado es 291.61 metros.
Sí quieres aprender más sobre triangulos rectangulos:
brainly.com/question/2217700
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The answers to the three questions (Image attached) are:
- greater.
- The answer is No because the side 8 and 5 is said to be less than and not greater then the length 14.
- AB = 7, BC = 12, AC= 13, AB = 5, BC = 5, AC = 5,AB = 9, BC = 14, AC = 9.
<h3>What is the length about?</h3>
A triangle is known to be a kind of three-sided polygon that is made up of three edges and also three vertices.
Note that A scalene triangle is said to be a triangle that has all its three sides to be of different lengths, and different measures.
The answers to the three questions (Image attached) are:
- greater.
- The answer is No because the side 8 and 5 is said to be less than and not greater then the length 14.
- AB = 7, BC = 12, AC= 13, AB = 5, BC = 5, AC = 5,AB = 9, BC = 14, AC = 9.
Learn more about triangle from
brainly.com/question/17335144
#SPJ1
It is prime, it can't be divided by anything, but itself and one.