The area of ABCD is 640 cm²
<h3>What is similarity in trapezoid?</h3>
In order for two trapezoids to be similar their corresponding sides must have the same ratio. Since the largest base length in the image is and the corresponding side is , the other base must also be times greater than the corresponding side.
Given:
EF= 5 cm
AB = 20cm
Area of EFGH = 40 sq cm
Now,
As both trapezoid are similar. So, their corresponding sides must have the same ratio
EF/ AB= BC/ FG= CD/ HG= HE/ DA
So,
area (EFGH) : area(ABCD) = (EF/ AB)²
40 : area(ABCD)= (5/ 20)²
40 : area(ABCD) = 1/16
area (ABCD) =640 cm²
Hence, Area of trapezoid ABCD = 640 cm²
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10(9+8t)
10x9+10x8t
90+8t
hope that helps
Okay I know how to do this, first set it up as
161 X
-----=------
575 100
Then cross multiply
Part A: d=15p
Part B:
Equation- d=15p
Substitute- 150=15p
Divide both sides by 15- 10=p
Eric pruned 10 trees in a day (when he earned $150.00)