Question 1
Which of the following functions is an odd function?
SNAP Functions, Graphs and Statistics Questions
Solution
For odd function f(x) = -f(-x)
for option A : f(x) = $$2^{-x.x}$$, f(-x) = $$2^{-(-x).(-x)}$$ = $$2^{-x.x}$$ = f(x). Hence Option A is not correct
for Option B : f(x) = $$2^{x-x.x.x.x}$$, f(-x) = $$2^{(-x)-(-x).(-x).(-x).(-x)}$$ = $$2^{(-x)-x.x.x.x)}$$ $$\ne\ -f\left(-x\right)$$
Neither A or B are correct
Frequently Asked Questions
Yes, Functions, Graphs and Statistics are important topics in SNAP Quantitative Aptitude. These concepts help candidates interpret data efficiently and solve analytical questions with greater accuracy.
SNAP does not prescribe a fixed number of questions from this topic. However, candidates can expect questions based on graphs, statistical measures, and function-based concepts as part of the quantitative section.
SNAP may include questions on averages, mean, median, mode, graphical data interpretation, line graphs, bar graphs, pie charts, and basic function concepts. The focus is usually on interpretation and application rather than lengthy calculations.
Begin by understanding fundamental statistical concepts and common graph types. Practice interpreting data from charts and graphs, solve questions from SNAP Previous Papers, and take SNAP Mock Tests regularly to improve speed and accuracy.
The difficulty level is generally easy to moderate. Most questions are concept-based and require quick interpretation of data, making regular practice essential for improving performance.
Cracku's SNAP Functions, Graphs and Statistics Questions are designed according to the latest SNAP exam pattern and difficulty level. They provide topic-wise practice questions, detailed solutions, shortcut techniques, and performance analysis to help aspirants strengthen their concepts and maximize their scores.
