Test your knowledge of Block Design with this 20-question MCQ quiz! Online Block Design MCQs Test is perfect for statisticians, data analysts, data scientists, students, and learners preparing for exams or job interviews. The Block Design MCQs Test covers key concepts like BIBD, Graeco-Latin squares, crossover trials, efficiency, and randomization. Assess your expertise in experimental design and boost your confidence! Let us start with the Block Design MCQs Test now.
Online Block Design MCQs Test with Answers
Online Block Design MCQs Test with Answers
- Efficiency measures the estimation power or —————- of a design.
- In a ——————, the units are randomized to a treatment and remain on that treatment throughout the trial duration
- The order of treatment in a crossover experiment is called a
- If the response from a crossover trial is binary and there are no period effects, we can use
- A —————- design is used to control three sources of variation other than treatment.
- Graeco-Latin square design is also called
- When effects are measured as deviation from the overall mean, the sum of effects is equal to
- GLS designs are constructed for a number of treatments from 3-12, except
- When $p=3$, the error degree of freedom in a GLS design is
- The degree of freedom of error is small if the number of treatments is
- If blocking on two sources of variation using incomplete blocks, it is
- ————- is used in the situation when there are a large number of treatment combinations.
- Cyclic design structure includes some balanced incomplete and
- The incomplete design in which each ————— of treatment occurs together the same number of times is called
- In BIBD, all differences between treatments are measured equally.
- Block size of BIBD for eight treatments can be 2, 4, and
- The sum of squares of treatments needs adjustments for incompleteness in
- Adjusted treatment total sums to
- BIBD for blocks = 4, block size = 3, treatments = 4, replications = 3, includes number of pairs of observations
- Random effects analysis is known as
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