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A) The sum of the interior angles of a polygon is 1440^ exto. Calculate the number of sides of this polygon. b) The bar chart shows the number of learners who got distinctions in a test in each of the
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2 partsStep-by-step solution
7 stepsHere are the solutions for the problems:
Part a· 2 steps
The sum of the interior angles of a polygon is . Calculate the number of sides of this polygon.
Recall the formula for the sum of interior angles of a polygon.
The sum of the interior angles of a polygon with sides is given by the formula:
Substitute the given sum into the formula and solve for .
Divide both sides by :
Add 2 to both sides:
The polygon has .
Part b
The bar chart below shows the number of learners who got distinctions in a test in each of the Grade 9 classes.
b)(i) Find the modal class.
Understand what a modal class is.
The modal class is the class with the highest frequency, meaning the class with the most learners who got distinctions.
Read the number of learners for each class from the bar chart.
- Class FA: 4 learners
- Class FB: 8 learners
- Class FC: 6 learners
- Class FD: 8 learners
- Class FE: 2 learners
Identify the class(es) with the highest number of learners.
Both Class FB and Class FD have 8 learners, which is the highest number.
The modal class is .b)(ii) Total number of learners who got distinctions.
Sum the number of learners from all classes.
Total learners = (Learners in FA) + (Learners in FB) + (Learners in FC) + (Learners in FD) + (Learners in FE)
Perform the addition.
The total number of learners who got distinctions is .
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