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Class Results for 30 degreesIs the class average consistent with what youcalculated? Why is it like that given that everyone hasmade triangles of different sizes.YesNoClass AveragesExplain your thinking.opp/hyp adj / hypopp/adj6.499703260.86381966.57848184IShare with Class

Class Results for 30 degreesIs the class average consistent with what youcalculated Why is it like that given that everyone hasmade triangles of different sizes class=
Class Results for 30 degreesIs the class average consistent with what youcalculated Why is it like that given that everyone hasmade triangles of different sizes class=

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EXPLANATION

Let's see the facts:

As we can see on the table, we need to find the average and compare it with the class average as shown as follows:

Sum of opp/hyp= 2.4985

Number of terms= 5

Mean of opp/hyp= 2.4985/5 = 0.4997

Sum of adj/hyp = 0.8627 + 0.8659 + 0.863+ 0.8635 + 0.864 = 4.3191

Number of terms= 5

Mean of adj/hyp = 4.3191/5= 0.86382

Sum of opp/adj = 0.5795+ 0.5775 + 0.5794 + 0.5773 + 0.5787 = 2.8924

Number of terms:

Mean of opp/adj = 2.8924/5 = 0.57848

The class averages are:

opp/hyp adj/hyp opp/adj

0.499703260 0.863819660 0.57848184

The class average is consistent with what i have calculated.

It's because the relationship between sides in the triangles are the same.

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