solve it properly I will mark u the brainliest
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♪Solution:
Here,
We need to find the total area of the given figure for this,
- Firstly, we need to get the area of both the figures.
- Then for the total area, we will do there sum.
♦ Formula for area of trapezium:
= ½ × sum of parallel sides × height
★Area of trapezium MSRN:
= 1/2 × ( sum of Parallel sides) × h
= 1/2 × (150 + 80) × 30
= 1/2 × 230 × 30
= 230 × 15
= 3450 m²
★Area of trapezium SPQR:
= 1/2 × ( sum of Parallel sides) × h
= 1/2 × ( 210 + 80) × 32
= 1/2 × 290 × 32
= 290 × 16
= 4640 m²
★Total area of figure MSPQRN:
= Area of trapezium MSRN + Area of trapezium SPQR
= 3450 + 4640
= 8090m²
Therefore, the area of the figure is 8090m².
Answered by
2
Answer:
8090m2
Step-by-step explanation:
area of given figure
= sum of area of both trapezium
= MNRS + SRQP
= 1/2*30*(150+80) + 1/2*32*(80+210)
[since the area of trapezium is product of altitude and sum of its parallel sides*1/2]
= 3450 + 4640
= 8090..
Anonymous:
But the formula for area of trapezium is ½ × ( a + b) × h
that also the same meaning
u write it in equation form
Ya.. but now you have edited your answer. Earlier it was wrong
ya I forgot to multiple 1/2
my mistake
Yeah, and that's what I was telling you
ohk thx
Yup! welcome
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