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Hello everyone.
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Let's proceed to solve this question.
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So this is the form of the randomized complete block design.
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The first column is the source of variation.
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Second is the degree of freedoms.
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Third is the sum of squares.
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Four is mean square and finally this is the variance ratio.
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So for treatment degrees of freedom is t minus one.
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Some of square is sstr.
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Mean squares sstr divided by t minus one and the variance ratio is is mstr divided by mse.
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All right.
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So mstr is the column for the first column for the main square.
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So this is what.
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What mstr will be this one.
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So this one is the mstr will be.
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Now blocks degrees of freedom is b minus 1 for error degrees of freedom is t minus 1 multiplied by b minus 1 and total is t b t multiplied by b minus 1.
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Similarly these are the values for other tables all right now let's complete the table which is shown below.
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So this is the complete table which will fill here so this is the complete table.
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So the degrees for freedom here will be 4.
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Sum of square will be 1 .0 .10 .56.
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Mean square will be 252 .64.
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All right.
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And variance square will be 29 .84...