$CATEGORY: M/3. How many squares?

//Multiple Choice(9)

What is the formula to find the area of a rectangle?
{
~ Length + Breadth
= Length × Breadth
~ Length ÷ Breadth
}

What is the formula to find the area of a square?
{
= Side × Side
~ Length × Breadth
~ Side + Side
}

If the diagonals of a kite are 6 cm and 8 cm, its area is:
{
~ 48 \(cm^2\)
= 24 \(cm^2\)
~ 14 \(cm^2\)
}

The area of a triangle is given by:
{
= 1/2 × Base × Height
~ Base × Height
~ Length × Breadth
}

If the side of a square is 5 cm, its area is:
{
~ 20 \(cm^2\)
= 25 \(cm^2\)
~ 10 \(cm^2\)
}

What is the unit for area?
{
~ cm
= \(cm^2\)
~ \(cm^3\)
}

Which shape has an area formula involving diagonals?
{
~ Square
= Kite
~ Rectangle
}

What is the area of a triangle with base 8 cm and height 5 cm?
{
= 20 \(cm^2\)
~ 40 \(cm^2\)
~ 16 \(cm^2\)
}

The area of a rectangle with length 10 cm and breadth 2 cm is:
{
~ 12 \(cm^2\)
= 20 \(cm^2\)
~ 8 \(cm^2\)
}

//True or False(10)

The area of a rectangle is length + breadth. {F}

A square has all sides equal, so its area is side × side. {T}

The area of a kite is calculated using the lengths of its sides. {F}

The unit of area is \(cm^2\). {T}

A triangle with base 10 cm and height 4 cm has an area of 20 \(cm^2\). {T}

A rectangle with length 6 cm and breadth 3 cm has an area of 18 \(cm^2\). {T}

The area of a kite is 1/2 × (Diagonal1 + Diagonal2). {F}

The area of a square is calculated by side × side. {T}

If a kite has diagonals of 10 cm and 8 cm, its area is 40 \(cm^2\). {T}

A rectangle and a square with the same side lengths have the same area. {T}

//Fill in the blanks (10)

The area of a square is given by the formula ______.
{
= Side × Side
~ Length × Breadth
~ 1/2 × Base × Height
}

The area of a rectangle is calculated using ______.
{
~ Length + Breadth
= Length × Breadth
~ Side × Side
}

The area of a kite is 1/2 × ______.
{
~ Length × Breadth
= Diagonal1 × Diagonal2
~ Base × Height
}

The unit of area is ______.
{
~ cm
= \(cm^2\)
~ \(cm^3\)
}

The area of a triangle is given by the formula ______.
{
~ Base × Height
= 1/2 × Base × Height
~ Side × Side
}

A rectangle with length 12 cm and breadth 5 cm has an area of ______.
{
= 60 \(cm^2\)
~ 17 \(cm^2\)
~ 70 \(cm^2\)
}

The area of a kite with diagonals 9 cm and 6 cm is ______.
{
~ 54 \(cm^2\)
= 27 \(cm^2\)
~ 36 \(cm^2\)
}

The formula to find the area of a triangle includes ______.
{
= height
~ diagonals
~ circumference
}

A square with a side of 4 cm has an area of ______.
{
~ 12 \(cm^2\)
= 16 \(cm^2\)
~ 8 \(cm^2\)
}

The area of a kite is calculated using its ______.
{
~ sides
= diagonals
~ perimeter
}

//Match the Following(1)

Match the following items from Column A with their correct corresponding options from Column B:
{
=Square -> Side × Side
=Rectangle -> Length × Breadth
=Triangle -> 1/2 × Base × Height
=Kite -> 1/2 × Diagonal1 × Diagonal2
}

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