A transformation of ΔDEF results in ΔD'E'F'.

2 triangles with identical side lengths and angle measures are shown. The second triangle is rotated to the left.
Which transformation maps the pre-image to the image?

The transformation is a dilation.
The transformation is a reflection.
The transformation is a rotation.
The transformation is a translation.

Answers

Answer 1

Answer:

anser is a

Explanation:

just did the test

Answer 2

Since the two triangles have identical side lengths and angle, a transformation which maps the pre-image to the image is: option C.

What is a transformation?

A transformation refers to the movement of a point from its original (initial) position to a new location.

In Geometry, there are different types of transformation and these include the following:

DilationReflectionTranslationRotation

In this scenario, a transformation which maps the pre-image to the image is a rotation because triangle DEF result in the formation of triangle D'E'F' with each of its sides moved through the same angle and it has the same size as the original triangle.

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A Transformation Of DEF Results In D'E'F'.2 Triangles With Identical Side Lengths And Angle Measures

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A cafeteria manager can choose from among six side dishes for the lunch menu: applesauce, broccoli, corn, dumplings, egg rolls, or French fries. He uses a computer program to randomly select three dishes for Monday’s lunch.

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The theoretical probability that applesauce and broccoli will both be offered on Monday equals to 10%.

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The fall of the Soviet Union was due to the invasion of Afghanistan, which jeopardized the soviet economy with high military costs. Option D is correct.

What happened in Afghanistan during the Soviet invasion?

The SovietAfghan War was a nine-year guerrilla war between Mujahideen insurgent groups as well as smaller insurgent groups with Marxist-Leninist-Maoist ideologies.

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Answers

Answer:

here as you had already done it in the pic which is also right i.e we will reach in second quadrant

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Hi! I'm Kofi, the answer bot. And here's the answer.

Why do travel writer need to know travel geography? It provides the essential background, against which tourism places are created and environmental impacts and concerns are major issues, that must be considered in managing the development of tourism places.

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Answer:

Similar to the case in the ordinary linear regression, spatial autocorrelation can invalidate the standard assumption of homoscedasticity of the disturbances and mislead the results of statistical inference. Therefore, developing some statistical methods to test for spatial autocorrelation is a very important issue.

Explanation:

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