Mathematics
Grade-8
Easy
Question
Determine the scale factor from Parallelogram ABCD to Parallelogram EFGH
![](data:image/png;base64,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)
Hint:
find the scale factor:-
The scale factor is a measure for similar figures, who look the same but have different scales or measures.
1239222
1239222 |