The smaller polygon is not similar to the larger polygon.The smaller polygon could be similar to the larger polygon with a scale factor of 15.6.The smaller polygon could be similar to the larger polygon with a scale factor of 0.4.Clear my choice◄ Lesson 6.2 Scale DiagramsJump to...Lesson 6.3 Scale Factors and Areas of 2-D Shapes ►Skip Quiz navigationQuiz navigationQuestion1Question2Question3This pageQuestion4Question5Finish attempt ...You are logged in as Nicholas Walsh (Log out)SWDLCMF20 V22Data retention summary

If the scale factor of the sides of two similar polygons is   then the ratio of the areas is Blank 1 Question 14 .

Two hexagons are similar with a scale factor of . If the area of the larger hexagon is 20, what is the area of the smaller hexagon?Question 22Select one:a.10.24b.16c.12.8d.25

The figures are similar. Give the ratio of the perimeters and the ratio of the areas of the first figure to the second. The figures are not drawn to scale. a and b and c and d and

If you have two similar objects that have a scale factor of 6:11, what is the ratio of their surface areas?

Girard makes soccer balls that are made of many regular pentagons (5 sides) on the sphere surface. Each side of the pentagon is 4.5 cm. He also makes a smaller version that uses pentagons that are 3.2 cm on each side.1) What is the ENLARGEMENT scale factor of the large pentagon from the smaller pentagon? (Small is the original with the large being the scale diagram)(Round to TWO decimal places with no units in the answer box 1.)2) What is the scale factor of the perimeter of the large pentagon from the perimeter of the small pentagon? (Small is the original with the large being the scale diagram)(Round to TWO decimal places with no units in the answer box 2.)