SST Class 104 MathsBlog

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1.          Format ·             2 Papers ·             Paper 1 – 60 minutes ·             Paper 2 – 1 hour 15 minutes ·             Calc...

Objective The objective of the Viva Voce Assessment is to enhance students' problem solving skills and Mathematical communication abili...

The diagram below shows a quadrilateral ABCD. Prove that ABCD is a parallelogram. Loading...

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Dear Mr Ng, The question to answer: Question 2: Answer: D Reasons: Statement A: Squares and parallelograms have 4 sides each. Proof: Mentor...

Q1. The statement is justified as a square can be a rhombus as it sides are all equal. but a rhombus cannot be a square as the angle ...

Q1) 'A square is a rhombus but a rhombus is not a square'. I agree with the statement. Because a square is a polygon with four equal...

Question 1: The statement 'A square is a rhombus but a rhombus is not a square' is completely untrue. First, let us review the prope...

Q2: D) All of the above. A) is correct because squares and parallelograms are all four sided, which make them quadrilaterals. B) is correct ...

A square is a rhombus as it has got 4 sides of the equal length and its opposite sides are parallel. A rhombus also has these properties. Ho...

A) Both of them are quadrilaterals as they both have 4 sides. B) Opposite sides of a square and a parallelogram are parallel as parallel lin...

This quadrilateral is a trapezium. It is because it has the same properties as a trapezium will have. It has one pair of opposite sides whic...

Mr Ng, I do not have permission to add a sticky to Wallwisher. Why?

Question 4: 'All parallelograms are squares?' Do you agree with this statement? Justify your answer with example/s. Ans: No, I d...

Q1) Based on the above conversation discuss, with examples and justification whether the following statement is justified. 'A square is...

Q2) Which of the given statements is correct? Justify your answer/s with examples. A ) A square and a parallelogram are quadrilaterals.  ...

The figure is an trapezoid. First, it only has one set of parallel lines, which squares, parallelograms or rhombuses, etc have. Next is its ...

A) Yes, as they all have four sides B) Yes, if not they would not be squares or parallelograms  C) Trapezoid has one pair of parallel lines,...

question 4 No, I do not a agree with this statement as the sides of the squares are all equal, while some of the sides of the parallelogram ...

Question 5 I agree with this statement, as the sides of the parallelogram has similar sides, the half of one of its side would be equal to t...

Weikang Question one 'A square is a rhombus but a rhombus is not a square'. I agree with this statement as the rhombus needs to have...

I disagree with the statement, for not all parallelograms have sides that are all equal, which is the situation in that of a square. Not all...

 'All parallelograms are squares?' Do you agree with this statement?
Justify your answer with example/s. I do not agree with this s...

Which of the given statements is correct? Justify your answer/s with examples. A ) A square and a parallelogram are quadrilaterals. B ) Oppo...

Statement D is correct for: A) Both squares and parallelograms have four sides altogether, meaning they are quadrilaterals. B) Squares and p...

Q1 Based on the above conversation discuss, with examples and justification whether the following statement is justified. 'A square is ...

I do not agree that all parallelograms are squares. The sides of a parallelogram are of unequal lengths, while the sides of a square are equ...

Statement D is correct. A square and a parallelogram are quadrilaterals as they have 4 sides. Opposite sides of a square and a parallelogram...

I agree with the statement.Every square is a rhombus, because it's a quadrilateral with four congruent (equal) sides. But there are rho...

The statement is true for all the opposite angles of a square are the same and all the opposite sides of a square are of the same length. A ...

I do not agree that all parallelograms are squares. The sides of a parallelogram are of unequal lengths, while the sides of a square are equ...

Statement D is correct. A square and a parallelogram are quadrilaterals as they have 4 sides. Opposite sides of a square and a parallelogram...

The statement is true. A square is a rhombus as all the sides of a square are equal and they are parallel to one another. However, a rhombus...

I do not agree with the statement as there are major differences between a parallelogram and a square. The sides are not equal in length in ...

Question 2: Which of the given statements is correct? Justify your answer/s with examples. A ) A square and a parallelogram are quadrilater...

The statement is not justified as a square is not a rhombus or vice versa, they are two completely things. Although all sides have equal len...

A parallelogram does not have four right angles like a square. A parallelogram also does not have 4 equal sides like a square.

D) All of the above Quadrilaterals have four sides. Both the square and parallelogram have four sides. The lines on the opposite sides of th...

A square is a rhombus but a rhombus is not a square. Both the square and rhombus are parallel. However, the rhombus does not have four right...

BFDE is a parallelogram as the 2 equilateral triangles, ABE and CDF are at the sides of ABCD. This leaves the space in the middle. This spac...

All parallelograms are not squares as there is a shape called the rhombus of which all horizontal and vertical sides are parallel to each ot...

This figure is a trapezoid. It only has 2 sides of equal length. The total angle inside any figure is 360 Degrees. So, one side of the figur...

I agree with all of the statements. A square and a parallelogram are quadrilaterals as they are four sided figures. Opposite sides of a squa...

I disagree with the statement "all parallelograms are squares". Parallelograms are not squares as it does not have any perpendicul...

A square is a rhombus as it has four equal sides and its sides are all parallel. However, a rhombus is not a square as a rhombus does not al...

My answer is D) All of the above. For A) A square and a parallelogram are both quadrilaterals because both of them have 4 sides. B) Opposite...

A square is a rhombus as for both shapes, they have 4 sides which are parallel to each other and are of equal length. A rhombus is similar t...

'All parallelograms are squares.' I disagree with this statement as parallelograms are not squares. Their interior angles are not 90...

A square is a rhombus as for both shapes, they have 4 sides which are parallel to each other and are of equal length. A rhombus is similar t...

Which of the given statements is correct? Justify your answer/s with examples. A ) A square and a parallelogram are quadrilaterals. B ) Opp...

'A square is a rhombus but a rhombus is not a square'. This statement is untrue, as a square is not a rhombus, and a rhombus is not ...

This statement is untrue as neither square nor rhombus are the same. A rhombus and square may have parallel sides but a square had a 90 degr...

BFDE must be a parallelogram. This is because BC and AD are opposite sides and parallel. As E is the midpoint of AD, and F the midpoint of B...

I do not agree with this statement. Not all parallelograms are squares. Parallelograms are not even squares. All sides of squares are equal,...

This figure should be a trapezoid. This is because only one pair of opposite sides are equal in length, and the other pair is of different l...

Which of the given statements is correct? Justify your answer/s with examples. A ) A square and a parallelogram are quadrilaterals. Yes, b...

The statement is not justified. A square is not a rhombus and a rhombus is not a square. This is because in squares, all interior angles = 9...

Straight lines are use to illustrate the linear relationship between TWO variables / unknowns. We have also been creating straight lines u...

When 1 is divided by 1, the answer as we know the answer will be 1. Similarly when 2 is divided by 2, 3 is divided by 3 and 4 is divided by ...

What are some of the key learning points you have taken note in the solving of linear equations? Post your learning points using the Wallwi...

Dear students, Welcome back to school after your June Holidays. Let us start the new semester with this task. Under the comment section, ...

Rate is a ratio between two quantities with different units of measurement. Rate allows us to express a quantity as a proportion of anothe...

How to Understand the Vocabulary Of Algebra The Algebra Language...

Golden Ratio and the Human Body http://milan.milanovic.org/math/english/golden/golden2.html Golden Ratio and Architecture http://lib...

Dear 104s, Welcome back after your Common Test. In statistics, we will will often analysis data set based on MEAN, MODE & MEDIAN T...

Hi 104s, Great to see everyone again after your data collection session 2. Today we will have a couple of tasks to complete 1) Please upl...

Hi 104s, Congratulations on your completion of the first round of data collection.   Thus, I will like the class to reflect on ...

Data Handling is a major part to the broad topic of Statistics. Thus what exactly is Statistics? Please go through the 2 videos posted below...

Our problem… Please pay close attention to the assessment requirement for this chapter.

These are some of the assumptions that we have agreed as a class. We do not allow add on services. We will limit the components that affect ...

Input your considerations & assumptions under the comment section

Dear 104s, Please solve the following problem using both the Model method and the Algebraic method. Now look at both your solutions, what ar...

Dear 104s, Please look through the presentation slides before we began our exploration of Algebra in the coming week (8 Mar to 12 Mar 2010).

The use of numbers has started since the ancient time till now. In your groups, 1) List out some of the Ancient Civilizations that have once...

As an individual, consider 1) Why is there a need of having numbers? 2) When did the first use of number, based on your imagination, occur? ...

Dear 104, Please note that I will be conducting a review assignment in class on 15 January 2010. The topics involve are those you have come ...

Dear Class 104, Welcome to a brand new year. Before we start our lesson, I will like you to think of the following questions as an individua...

Dear Class 104, Welcome to the Maths Blog for the class. Please become a follower of this blog as we will be using this blog for our discuss...