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What is the total number of marks that can be obtained from both sections in this assessment task?
In this assessment task, what type of writing instrument should students use for most of their answers?
What is the allowed time for completing this assessment task?
Which tool is specified as permitted for use during the assessment?
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What should students do before writing their answers to the questions?
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What is provided to aid students in answering the questions?
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What is the subject matter of this assessment task?
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How many multiple choice questions are contained in Section I?
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Which of the following is equivalent to $2x + 3x$?
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What is the expanded form of $2(3 + y)$?
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If you decrease $x$ by 3 and then add the result to 5, which of the following represents this operation?
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Which expression correctly simplifies $2x + 3x$?
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What is the result of $2(3 + y)$ when simplified?
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If $x = 10$, what is the result of decreasing $x$ by 3 and adding 5?
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Which expression represents the terms that would result from expansion of $2(3 + y)$?
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What is the simplified expression for $2x + 3x + 4x$?
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Which pair of weights has a smaller range?
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What is the expression for the perimeter of a rectangular shape with length $l$ and width $w$?
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Which of the following weight pairs provides the highest average weight?
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Which of the following pairs has the closest weights?
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Which option does not represent a valid calculation for an area measurement?
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What is the total weight of the lightest pair provided?
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What is the equivalent expression for the area of a rectangle with length 5m and width 3m?
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Which mathematical operation gives the perimeter of a square with side length $s$?
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What is the equivalent of 2.5 ML in liters?
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What is the first step to finding the area of a triangle?
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When calculating the volume of a rectangular prism, which formula is used?
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Which option best describes a triangular prism?
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To find the surface area of a triangular prism, which dimensions must be included in the calculation?
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When determining the area of a composite shape, which method is typically used?
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What is the side length of a cube that has a volume of $64 m^3$?
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How would you determine the perimeter of a composite shape?
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What information do you need to calculate the area of the base of a triangular prism?
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In what unit should the volume of a shape be expressed if you are calculating in cubic millimeters?
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Which unit is used to measure volume in the context of a rectangular prism?
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What is the diameter of the cylindrical barrel of the steamroller if it is 4 m wide?
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If a composite shape has a side length of 5 m and one side is missing, how would you find the perimeter?
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Determine the width of a steamroller's cylindrical barrel if its diameter is 2 m.
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For accurate measurement, how many decimal places should the perimeter of the composite shape be rounded to?
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To find the volume of a cube, which mathematical operation should be applied to the side length?
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Study Notes
Assessment Task 1
- Math 5.2
- 55 minutes allowed
- Attempt all questions
- Answer all questions in the spaces provided
- Use black pen
- Use pencil to draw or complete diagrams
- Show all working
- Calculators are allowed
- A reference sheet is provided
Algebraic Terms and Indices
- 31 marks
- Q1 to Q4 are multiple choice with 4 options to choose from
Measurement
- 26 marks
Multiple Choice Questions
- Q 1 simplify [ 2x+3x]{.math.inline}
- Q 2 expand [2(3+y)]{.math.inline}
- Q 3 decrease x by 3, then add 5
- Q 4 find the perimeter of a shape
Area Questions
- Q 5 Find the area of two shapes
- Q 6 Find the area of a composite shape
- Q 7 Find the volume of a rectangular prism in [cm^3^]{.math.inline}
- Q 8 Find the surface of a triangular prism
- Q 9 Find the side length of a cube with a volume [64 m^3^]{.math.inline}
- Q 10 Find the perimeter of a composite shape (answer to 2 decimal places)
- Q 11 Find the volume of a shape in [mm^3^.]{.math.inline} (answer to one decimal place)
- Q 12 Find the area of a cylindrical barrel
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Description
Test your knowledge and understanding of algebraic expressions and operations. This quiz includes multiple choice questions, simplification problems, and requires conceptual understanding of algebraic fundamentals. Perfect for students preparing for assessments in their algebra class.
