Referring to the above question, which of the following statements is/are true? I. The differential of the dependent variable is not equal to the increment of the variable. II. The differential of independent variable is equal to the increment of the variable.

Question

Referring to the above question, which of the following statements is/are true? I. The differential of the dependent variable is not equal to the increment of the variable. II. The differential of independent variable is equal to the increment of the variable. (A) Only I is true (B) Only II is true (C) Both I and II are true (D) Both I and II are false

Tardigrade Admin · Accepted Answer

By observing the graph of the above solution, we can say that the differential of the dependent variable is not equal to the increment of the variable where as the differential of independent variable is equal to the increment of the variable.

Q. Referring to the above question, which of the following statements is/are true? I. The differential of the dependent variable is not equal to the increment of the variable. II. The differential of independent variable is equal to the increment of the variable.

Only I is true

Only II is true

Both I and II are true

Both I and II are false

By observing the graph of the above solution, we can say that the differential of the dependent variable is not equal to the increment of the variable where as the differential of independent variable is equal to the increment of the variable.

Q. Referring to the above question, which of the following statements is/are true?
I. The differential of the dependent variable is not equal to the increment of the variable.
II. The differential of independent variable is equal to the increment of the variable.