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  2. The dependent variable (most commonly y) depends on the independent variable (most commonly x). You can put in a value for the independent variable (input) to get out a value for the dependent variable (output), so the y= form of an equation is the most common way of expressing a independent/dependent relationship.

    • 2 min
    • Sal Khan
  3. An independent variable is a variable that does not depend on any other variable for its value. For example, in an expression, 2y = 9x + 1, x is an independent variable. So, for each value of x, there will be a different value of y.

    • 5 min
  4. Jun 23, 2023 · P(F) = P(F | E) = P(F | Ec). Thus, we can say that intuitively, independence means that the occurrence or nonoccurrence of one event does not affect the probability of the other event and vice-versa. Our next step is to generalize the definition of independence for more than two events.

  5. Aug 28, 2018 · This lesson introduces the idea of independent and dependent variables in equations. Practice identifying variables in statements and visual models, using the interactives and working with real world scenarios.

  6. I can define independent and dependent variables . I can use variables to represent two quantities in a real-world problem that change in relationship to one another. I can write an equation to express one quantity (dependent) in terms of the other quantity (independent).

  7. Really the simplest way to check if a set of vectors are linearly independent, is to put the vectors into a matrix, row reduce the matrix to echelon form, then the vectors are linearly independent if and only if there is a pivot in every column.

    • 16 min
    • Sal Khan
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