The quartile points for a probability density function are the values that divide the area under the graph of the
function into four equal parts. Find the quartile points for the probability density function f(x).
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Question

The quartile points for a probability density function are the values  that divide the area under the graph of the
function into four equal parts. Find the quartile points for the probability density function f(x).
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Quizplus · Accepted Answer

The quartile points divide the area under the graph of the function into four equal parts. Therefore, we need to integrate the function from negative infinity to each quartile point and set it equal to 1/4 of the total area under the curve. Solving these integrals, we get the quartile points to be approximately -0.675, 0, and 0.675. The closest answer choice to this is C, 11ebb6d7_48d2_cb9f_b437_178d1c04594c_TB8593_11.

The Quartile Points for a Probability Density Function Are the Values