Solve the problem.
-The given contingency table gives the number (in thousands) of U.S. households classified by educational attainment (high school graduate or less denoted with $\mathrm{A}$, some college with no degree denoted B, an associate's degree denoted with $C$, and a bachelor's degree or higher denoted with D) and household income ( $ 0 - $34,999 denoted with E, $35,000-$49,999 denoted with F, $50,000-$74,999 denoted G, and $ 75,000 and over denoted H).

Find the number of households in the given set.
$(\mathrm{C} \cup \mathrm{D}) \cap \mathrm{H}$
A) 44,607
B) 22148
C) 35,843
D) 22,459

Question

Solve the problem.
-The given contingency table gives the number (in thousands) of U.S. households classified by educational attainment (high school graduate or less denoted with $\mathrm{A}$, some college with no degree denoted B, an associate's degree denoted with $C$, and a bachelor's degree or higher denoted with D) and household income ( $ 0 - $34,999 denoted with E, $35,000-$49,999 denoted with F, $50,000-$74,999 denoted G, and $ 75,000 and over denoted H).

Find the number of households in the given set.
$(\mathrm{C} \cup \mathrm{D}) \cap \mathrm{H}$
A) 44,607 
B) 22148 
C) 35,843 
D) 22,459

Quizplus · Accepted Answer

The Answer of Solve the problem.
-The given contingency table gives the number (in thousands) of U.S. households classified by educational attainment (high school graduate or less denoted with $\mathrm{A}$, some college with no degree denoted B, an associate's degree denoted with $C$, and a bachelor's degree or higher denoted with D) and household income ( $ 0 - $34,999 denoted with E, $35,000-$49,999 denoted with F, $50,000-$74,999 denoted G, and $ 75,000 and over denoted H).

Find the number of households in the given set.
$(\mathrm{C} \cup \mathrm{D}) \cap \mathrm{H}$
A) 44,607 
B) 22148 
C) 35,843 
D) 22,459

Solve the Problem A\mathrm{A}A , Some College with No Degree Denoted B, an Associate's

Solve the Problem $\mathrm{A}$ , Some College with No Degree Denoted B, an Associate's