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Conplcied7.1.RE-1 Without doing calculations, use slde DE and side DE' lo estimaie Side D'E' looks about limes longer than side DE Estimnation tho sc...

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Conplcied7.1.RE-1 Without doing calculations, use slde DE and side DE' lo estimaie Side D'E' looks about limes longer than side DE Estimnation tho scale factor for the dilation shown Then use corresponding sides to find Iho scale factor The scale factor for this dilalion is (Simplify your onswer )Revlew prozres:Qucabont

conplcied 7.1.RE-1 Without doing calculations, use slde DE and side DE' lo estimaie Side D'E' looks about limes longer than side DE Estimnation tho scale factor for the dilation shown Then use corresponding sides to find Iho scale factor The scale factor for this dilalion is (Simplify your onswer ) Revlew prozres: Qucabont



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conplcied 7.1.RE-1 Without doing calculations, use slde DE and side DE' lo estimaie Side D'E' looks about limes longer than side DE Estimnation tho scale factor for the dilation shown Then use corresponding sides to find Iho scale factor The scale factor for this dilalion is (Simplify your onswer ) Revlew prozres: Qucabont

For this particular question. We need Thio closely. Look, that what we're given. So we need to find what happens if a prime B prime is eight and r equals negative 2/5. So what would that measurement be if we were looking for the pre image A B A B times absolute value of our is what would it give us? Eight. So we know the A B equals eight divided by the absolute value of negative to over five, which equals eight over 2/5. Continue with this. For a B, um, A B equals eight times five divided by two so a B equals 40 over to therefore a B equals 20.

Were given out of the image. Length is eight, and our scale factor is negative. 2/5. We're trying to find the pre image. So we're gonna start with plugging in a prime B prime equals eight in the absolute value of negative 2/5 times a B. We're going to solve for a be here. Now, the absolute value of negative to over five is positive. 2/5. And then to get rid of this fraction to move it to the other side, I'm going to multiply on both sides by 5/2. That cancels out on the right hand side, We're left with a beat by itself. Now, on the left hand side, we can simplify, too. Isn't a 21 time to goes into a four times five times four is 20. So this is our solution

You know you're drawing. Doesn't have to exact. Like they would take you through the steps and how to achieve a dilation off scale factor of one. So from your center of violation point P, you're going to take a straight edge like a cooler, and you're gonna measure to the Vertex, find that, like, take half of them's gonna eyeball it here in this will be your new location. Do the same thing from that center too. Each Vertex measure that length and take half of it. It's a scale factors have. And I'm just gonna eyeball this in third Vertex, measure the length, take half and then reconnect. And what you should get is a triangle that looks just like the original. Wouldn't worry into the same way. But it is half the size

Okay, so I need to draw this quadrilateral going to take out the roller just in case I needed. And this is going to be negative two units away. And okay for that, um, we need to remember that whenever there's a negative, that's going to be a reflection. So that's going to go in the opposite direction of see? All right, so let me draw ciphers. This is going to be seeing. And you have this kite shape. Actually, let me change that a little bit. Mhm every season, Drawing this first with this. Okay, so we have this kite shape, anything up just a bit, and then it's going to be dilated at negative, Chief. So I'm gonna label this original and r equals negative, too. So let's look at this distance so far from the point C. It's about two units away. So twice a smudge is going to be four units in the opposite direction, so I'm gonna count 12 34 units up. And that's where the new for Texas going to be. And let's look here soon. Reference to the Vertex. Here we have it. Okay. 1.5 units away, twice as much of a 1.5 is three. So I'm gonna put this three units away. So that's 12 three. So we have our other Vertex. Now I'm going to continue with this point. So from the lower bottom Vertex that is how maney in its we want Thio twice as much as for Well, so that's one to you. Three, four and the top for Texas. About one. You know where? So I'm gonna draw to you two units from C up, which is here. And so I have all all of my vertex is and I can connect them that followed. Is that as a dilated image? I'm just gonna call his violated figure, you know, we're done.


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