steve determined the number of states each of his friends has visited. number of states visited which…

steve determined the number of states each of his friends has visited. number of states visited which statement must be true according to the box - plot? the data is skewed left and shows that half of steve’s friends have visited 4 to 10 states. the data is skewed left and shows that half of steve’s friends have visited 10 to 40 states. the data is skewed right and shows that half of steve’s friends have visited 4 to 10 states. the data is skewed right and shows that half of steve’s friends have visited 10 to 40 states.

steve determined the number of states each of his friends has visited. number of states visited which statement must be true according to the box - plot? the data is skewed left and shows that half of steve’s friends have visited 4 to 10 states. the data is skewed left and shows that half of steve’s friends have visited 10 to 40 states. the data is skewed right and shows that half of steve’s friends have visited 4 to 10 states. the data is skewed right and shows that half of steve’s friends have visited 10 to 40 states.

Answer

Explanation:

Step1: Analizar la forma de la caja - diagrama

En un diagrama de caja, si la cola izquierda es más larga que la derecha, está sesgado hacia la izquierda; si la cola derecha es más larga que la izquierda, está sesgado hacia la derecha. Aquí, la cola derecha es más larga, entonces está sesgado hacia la derecha.

Step2: Comprender los cuartiles

En un diagrama de caja, el rango inter - cuartil (entre el primer y tercer cuartil) contiene el 50% de los datos. El primer cuartil ($Q_1$) está en 10 y el tercer cuartil ($Q_3$) está en 40. Esto significa que la mitad de los datos (y por tanto, la mitad de los amigos de Steve) han visitado entre 10 y 40 estados.

Answer:

The data is skewed right and shows that half of Steve’s friends have visited 10 to 40 states.