If you want an example sentence: “Mr. President, will you now watch television, call the secretary of defense, or cut your toenails ?” asked Joe Biden. “I might do two of those things at once: those choices are not mutually exclusive!” said the president.
What does it mean when someone says it’s not mutually exclusive?
— often used after not to describe things that can exist together or at the same time. In a marriage, love and conflict are not mutually exclusive. [=both love and conflict can exist in a marriage at the same time]
How do you use mutually exclusive in a sentence?
- As currently configured, the two goals are mutually exclusive. ...
- Some say the two are mutually exclusive. ...
- The two are not mutually exclusive. ...
- The latter must not overpower the former, but the two are not mutually exclusive.
How do you know if something is not mutually exclusive?
Note: a union (∪) of two events occurring means that A or B occurs. Step 2: Compare your answer to the given “union” statement (A ∪ B). If they are the same, the events are mutually exclusive. If they are different , they are not mutually exclusive.
What’s the opposite of mutually exclusive?
1. I think “mutually inclusive ” means things can occur simultaneously (in this sense it’s the opposite of “mutually exclusive”) but they can also occur independently (i.e. one, or some, and possibly but not necessarily all).
What is mutually exclusive examples?
Mutually exclusive events are events that can not happen at the same time. Examples include: right and left hand turns, even and odd numbers on a die, winning and losing a game , or running and walking. Non-mutually exclusive events are events that can happen at the same time.
How do you explain mutually exclusive?
Mutually exclusive is a statistical term describing two or more events that cannot happen simultaneously . It is commonly used to describe a situation where the occurrence of one outcome supersedes the other.
Do mutually exclusive events add up to 1?
When events are mutually exclusive, their probabilities add up to the probability that one event (or the other) occurs . In this case, if the A and B were mutually exclusive events, then you are correct, we would need for P(A)+P(B)=80.
What is another word for mutually exclusive?
| incompatible conflicting | discrepant disagreeing | inconsonant inharmonious | repugnant contradictory | irreconcilable antithetical |
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What is the difference between independent and mutually exclusive?
The difference between mutually exclusive and independent events is: a mutually exclusive event can simply be defined as a situation when two events cannot occur at same time whereas independent event occurs when one event remains unaffected by the occurrence of the other event.
When two things can exist together?
If one thing coexists with another, they exist together at the same time or in the same place. You can also say that two things coexist.
What is it called when two things exist at the same time?
Some common synonyms of simultaneous are coeval, coincident, contemporaneous, contemporary, and synchronous. While all these words mean “existing or occurring at the same time,” simultaneous implies correspondence in a moment of time.
What is another word for mutually?
| reciprocally jointly | en masse all at once | by agreement by contract | collectively concertedly | unitedly as one |
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Can two events be mutually exclusive and independent?
If two events are mutually exclusive then they do not occur simultaneously, hence they are not independent. Yes , there is relationship between mutually exclusive events and independent events.
What does mutually mean?
When you do something in cooperation with another person, the two of you do it mutually. ... And when a decision is mutually beneficial to everyone in town, it helps every single person equally . The root word is the Latin mutuus, which means “reciprocal, or done in exchange.”
Can mutually exclusive events be dependent?
No, mutually exclusive events (the events with non-zero probability) are always dependent . The definition of independence for events R and Q says that P(R and Q) = P(R) P (Q). ... Disjoint or mutually exclusive events are always dependent since if one event occurs we already know the other one cannot happen.
