But we only have a half pie. And then you’re going to eat twice that amount. Identify the transformation and describe one way in which you could compare the properties of the lines and the angles in the original figure and its image. Reason and Write Study the example. So you see that 30 degrees plus x plus 2x, or x plus 2x plus 30 degrees, is going to be equal to degrees.

So that is x. Reason and Write Study the example. That’s hard to see as well. Explain how you got your answers. After the figure is transformed: Thank you for your participation! So if we draw our pie again, if we draw our half pie, you have 30 degrees for your mom.

Use words and drawings to explain your answer. So your mom’s going to get a 30 degree slice, going to get a slice of something like that. Thank you for your participation! Find the rest of the angle measures in each triangle and compare them.

## Find measure of angles word problem

Math 7th grade Geometry Missing angle problems. Are the properties of the sides and angles in the image the same as the properties of the sides and angles in the original figure? How was the green figure transformed to get image A? Summative — Geometry Grade 3 Summative for geometry Grade 3. Unknown angle problems with algebra.

# Find measure of angles word problem (video) | Khan Academy

And then how much does your mom eat? And actually, let me draw a little bit differently. Example Compare the properties of quadrilaterals A and B.

Find the rest of the angle measures in sklving triangle and compare them. What properties can you use to compare shapes? It is going to be degrees. Now, we can simplify this.

Example Draw a trapezoid in the middle of the grid below. So what is the measure of your piece of the pie in degrees? Summative — Geometry Grade 3 Summative for geometry Grade 3.

Reason and Write Study the example. Label this figure D. So it’s going to be equal to degrees. What type of quadrilateral is each figure?

Tell what is the same and what is different about the original figure and its image. So if we had a whole pie– so if we started here, and we had a whole pie, we went all the way around, that would be degrees. Then draw the following transformations of your trapezoid.

Explore Properties of Transformations Study the example problem showing how to analyze a figure and its image after a transformation. What you eat is 2 times that. So if we draw our pie again, if we draw our half pie, you have 30 degrees for your mom. And then you have twice that for yourself, degrees.

Then solve problems 1—6. Explain how you got your answers. Draw the point that is the center of rotation. But we only have half a pie here. What properties can you use to compare shapes?

So this is degree measure of brother’s pie. That’s hard to see as well.