maddia13 maddia13
  • 02-09-2021
  • Mathematics
contestada

Given n(J) = 285, n(K) = 197 and n(J ∪ K) = 431, find n(J ∩ K).

Respuesta :

LammettHash
LammettHash LammettHash
  • 02-09-2021

By the inclusion/exclusion principle,

n(J ∩ K) = n(J) + n(K) - n(J U K)

n(J ∩ K) = 285 + 197 - 431

n(J ∩ K) = 51

Answer Link

Otras preguntas

An atom has eight protons. what would need to happen for the atom to have an overall charge of 2
The Student Council is making six right triangular pennants to promote school spirit. Each right triangle is 9 inches high and 2 feet long. In square feet, what
Determine which of these does NOT illustrate two quantities that combine to make 0. A) Jane collects 12 seashells and then loses 12. B) Sharon lost 8 pounds an
8 1/3 of what number is 50.5
Hailey’s new puppy, sparky, weighed 4 pounds at six weeks old. if the puppy gains 2.5 pounds each month, after how many more months will sparky weigh 14 pounds?
The first thing a group should do when they meet is to
An area of a country that is inland is called the: exterior interior internal local
What device that converts energy of motion into eletrical energy?
Why do substances with weak intermolecular forces form solids at low melting points?
According to this astronomer's depiction of Venus' orbit, Venus is an average of ______ million miles from the Sun. (Enter only the number.)