The Perimeter Of Δabc Is 13 Cm. It Was Dilated To Create Δa'b'c'. Point O Is The Center Of Dilation. Triangle A B C Is Dilated To Create Triangle A Prime B Prime C Prime. The Length Of O B Is 5. The Length Of B B Prime Is 15. What Is The Perimeter Of Δa'b'c'? 13 Cm 26 Cm 39 Cm 52 Cm

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The Perimeter Of Δabc Is 13 Cm. It Was Dilated To Create Δa'b'c'. Point O Is The Center Of Dilation. Triangle A B C Is Dilated To Create Triangle A Prime B Prime C Prime. The Length Of O B Is 5. The Length Of B B Prime Is 15. What Is The Perimeter Of Δa'b'c'? 13 Cm 26 Cm 39 Cm 52 Cm. The length of 0 b is 5. Calculate the perimeter of the dilated triangle.

Solved The perimeter of ABC is 13 cm. It was dilated to create What is
Solved The perimeter of ABC is 13 cm. It was dilated to create What is from www.gauthmath.com

A question about the perimeter of a dilated triangle with no scale factor given. Therefore, the perimeter of $$\triangle a'b'c'$$ a′b′c ′ is 13 cm * 3 = 39 cm. The video answer explains why the question cannot be solved and shows similar questions with solutions.

### The Perimeter Of A Triangle Is The Sum.


Point o is the center of dilation. A question about the perimeter of a dilated triangle with no scale factor given. The length of 0 b is 5.

Given That Ac' = 20 Cm And Ac = 15 Cm, The Scale.


The video answer explains why the question cannot be solved and shows similar questions with solutions. It was dilated to create δa'b'c'. Calculate the perimeter of triangle abc by adding the lengths of its sides:

The Length Of B B Prime Is 15.


Now, we are told that triangle abc was. This gives us a scale factor of $\frac {b'b} {ob} = \frac {15} {5} = 3$. 5 + 8 + 15 = 28 cm.

13 Cm 26 Cm 39 Cm 52 Cm Gauth.


Therefore, the perimeter of $$\triangle a'b'c'$$ a′b′c ′ is 13 cm * 3 = 39 cm. The scale factor can be found using the lengths ob' and ob. First, we need to find the scale factor of the dilation.

Identify The Scale Factor Of The Dilation.


What is the perimeter of a'b'c '? The perimeter of the dilated triangle is the perimeter of the original triangle multiplied by the scale factor. Scale factor = ob' / ob = 15 / 5 = 3 since the perimeter of the original.

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