Consider the following expression:
A & B | C, where A = TRUE, B = FALSE, and C = TRUE.
Which of the following statements best explains how R evaluates it?

Question

Consider the following expression:  A & B | C, where A = TRUE, B = FALSE, and C = TRUE. Which of the following statements best explains how R evaluates it?

Answer

Logical OR takes precedence over AND, so it's evaluated as A & (B | C).

Answer

R always evaluates logical operations in alphabetical order.

Answer

The expression is evaluated left to right with equal precedence.

Answer

Logical AND takes precedence over OR, so it's evaluated as (A & B) | C.

Answer

Parentheses are needed, otherwise, R throws an error.

Crowdly

Consider the following expression: A & B | C, where A = TRUE, B = FALSE, and C ...

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