Other Sports5 mins ago
How Would I Work Out The Area Of This Trapezium?
32 Answers
I am stuck on this question, if anyone could help that would mean a lot! Here it is https:/ /assets .hegart ymaths. com/are atrap3. png
Answers
its just a triangle and a trapezum. YUou neeed to split the base .... think its a bit of pythagoras' to get the bottom edge of the tri-angle. I'll leave you to do the sums
18:48 Mon 16th Jan 2023
"Yes that was the method TTT first suggested.
But its not a formula that memorable for most of us or easy to understand why it works.... triangles and rectangles are easier to remember how to work out area's for " - yes bob the formula is what I said at first. I mistyped one of the 3 areas of the alternative method and corrected it later. pity some choose to ignore that.
But its not a formula that memorable for most of us or easy to understand why it works.... triangles and rectangles are easier to remember how to work out area's for " - yes bob the formula is what I said at first. I mistyped one of the 3 areas of the alternative method and corrected it later. pity some choose to ignore that.
CharmingBazil, Listen Carefully:
A trapezium is any quadrilateral (a shape with 4 sides) where two of the sides are parallel to one another. Thus the link depicts a trapezium. Once identified, the area of ALL trapeziums can be determined by the following formula:
Area = (a + b) * h / 2
where a and b are the lengths of the parallel sides and h is the vertical height between the parallel sides. The * and / are the multiplication and division signs respectively.
Thus Area = (19 + 4) * 5 / 2
Area = 23 * 5 / 2
Area = 115 / 2
Answer Area = 57.5 square centimetres
Hope this helps.
A trapezium is any quadrilateral (a shape with 4 sides) where two of the sides are parallel to one another. Thus the link depicts a trapezium. Once identified, the area of ALL trapeziums can be determined by the following formula:
Area = (a + b) * h / 2
where a and b are the lengths of the parallel sides and h is the vertical height between the parallel sides. The * and / are the multiplication and division signs respectively.
Thus Area = (19 + 4) * 5 / 2
Area = 23 * 5 / 2
Area = 115 / 2
Answer Area = 57.5 square centimetres
Hope this helps.
And that's the formula given in my google link and it's a damned sight easier to remember and use than this example that needs the areas of 2 triangles and a rectangle added together plus the area of one of the triangles needs pythagoras to work out the base and then some geometric logic to work out the base of the other triangle..how can that be easier to understand?
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