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Question 1 of 5
Find the area of the Trapezium
Incorrect
Identify the known lengths
height=6
base1=5
base2=10
Solve for the area using the Area of a Trapezium formula
Area |
= |
12×height×(base1+base2) |
Area of a Trapezium formula |
|
|
= |
12×6×(5+10) |
Plug in the known lengths |
|
|
= |
45m2 |
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Question 2 of 5
If the area of the Rhombus is 400 cm2 and the diagonal BD is 50 cm, find the length of the diagonal AC
Incorrect
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Identify the known lengths
Let AC=y. To find the value of AC, solve using the Rhombus formula and get y by itself.
Substitute the known values to the Area of a Rhombus formula
Area |
= |
12×x×y |
Area of a Rhombus Formula |
|
400 |
= |
12×50×y |
Evaluate |
|
400 |
= |
25×y |
Finally, get y on one side of the equation to get its value
400÷25 |
= |
25×y÷25 |
Divide both sides by 25 |
16 |
= |
25×y÷25 |
×25÷25 cancels out |
16 |
= |
y |
y |
= |
16 cm |
AC |
= |
16 cm |
y=AC |
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Question 3 of 5
Find the area of the Trapezium
Incorrect
Identify the known lengths
height=10
base1=8
base2=14
Solve for the area using the Area of a Trapezium formula
Area |
= |
12×height×(base1+base2) |
Area of a Trapezium formula |
|
|
= |
12×10×(8+14) |
Plug in the known lengths |
|
|
= |
110cm2 |
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Question 4 of 5
Find the area of the Parallelogram
Incorrect
Identify the known lengths
Solve for the area using the Area of a Parallelogram formula
Area |
= |
base×height |
Area of a Parallelogram formula |
|
= |
17×27 |
Plug in the known lengths |
|
= |
459cm2 |
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Question 5 of 5
Find the area of the Kite
Incorrect
Identify the known lengths
Solve for the area using the Area of a Kite formula
Area |
= |
12×base×height |
Area of a Kite formula |
|
|
= |
12×4×8 |
Plug in the known lengths |
|
|
= |
16m2 |
The given measurements are in metres, so the area is measured as square metres
Area=16m2