Mathematics
Grade9
Easy
Question
If a ray bisects an angle of a triangle, then it divides the opposite side into segments
- Whose lengths are equal to the lengths of the other two sides.
- Whose lengths are proportional to the lengths of the other two sides.
- Whose length is half the length of the other two sides
- Whose length is double the length of the other two sides
Hint:
The angle bisect theorem for triangles
The correct answer is: Whose lengths are proportional to the lengths of the other two sides.
By the angle bisect theorem for triangles
Whose lengths are proportional to the lengths of the other two sides.
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)
Identify the similarity criteria if the two triangles in the figure are similar
![](data:image/png;base64,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)
MathematicsGrade9
Mathematics
If the area of two similar triangles is 144 and 225, respectively, then what is the scale factor of similar triangles?
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)
If the area of two similar triangles is 144 and 225, respectively, then what is the scale factor of similar triangles?
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)
MathematicsGrade9
Mathematics
If the area of two similar triangles is 144 and 225, respectively, then what is the scale factor of similar triangles?
If the area of two similar triangles is 144 and 225, respectively, then what is the scale factor of similar triangles?
MathematicsGrade9
Mathematics
Scale factor of A to B is 2: 9. If the perimeter of A is 18 cm, what is the perimeter of B?
Scale factor of A to B is 2: 9. If the perimeter of A is 18 cm, what is the perimeter of B?
MathematicsGrade9
Mathematics
If the perimeter of two triangles ABC and PQR are 24 and 36, respectively. What is the ratio of their corresponding sides?
If the perimeter of two triangles ABC and PQR are 24 and 36, respectively. What is the ratio of their corresponding sides?
MathematicsGrade9
Mathematics
If the areas of two similar triangles are in the ratio 9:16, then their corresponding sides are in the ratio
If the areas of two similar triangles are in the ratio 9:16, then their corresponding sides are in the ratio
MathematicsGrade9
Mathematics
In the given figure, DE || BC, and all measurements are in centimeters. The length of AC is
![](data:image/png;base64,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)
In the given figure, DE || BC, and all measurements are in centimeters. The length of AC is
![](data:image/png;base64,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)
MathematicsGrade9
Mathematics
The ratio of perimeter similar to triangles is equal to
The ratio of perimeter similar to triangles is equal to
MathematicsGrade9
Mathematics
Find the length of CD of the following figure if AB ll DE.
![](data:image/png;base64,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)
Find the length of CD of the following figure if AB ll DE.
![](data:image/png;base64,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)
MathematicsGrade9
Mathematics
If the triangles in the figure are similar, then what is the measure of
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)
If the triangles in the figure are similar, then what is the measure of
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)
MathematicsGrade9