CHAPTER 7 REVIEW A rectangle has sides in

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CHAPTER 7 REVIEW

CHAPTER 7 REVIEW

A rectangle has sides in the ratio of 8 to 11. If the perimeter

A rectangle has sides in the ratio of 8 to 11. If the perimeter of a similar rectangle is 228, find the length of the longer side.

∆ABC ∼ ∆JKL, AB = 14, BC = 21. 6, KL = 4. 6,

∆ABC ∼ ∆JKL, AB = 14, BC = 21. 6, KL = 4. 6, and JL = 3. 3. Find the scale factor of ∆JKL to ∆ABC.

Is trapezoid ABCD ∼ trapezoid PSRQ. Justify your answer.

Is trapezoid ABCD ∼ trapezoid PSRQ. Justify your answer.

Find the length of BE. 11 B E 6 A C 3 7 D

Find the length of BE. 11 B E 6 A C 3 7 D

Identify the similar triangles by writing a similarity statement.

Identify the similar triangles by writing a similarity statement.

Find MN.

Find MN.

A dog and a puppy together weigh 39 pounds, with the ratio of their

A dog and a puppy together weigh 39 pounds, with the ratio of their weights being 9 : 4. What is the weight of the puppy?

If ∆FGH ∼ ∆JKL, find GX.

If ∆FGH ∼ ∆JKL, find GX.

Find the value of y.

Find the value of y.

The ratio of the lengths of the sides of △ABC is 6 : 3.

The ratio of the lengths of the sides of △ABC is 6 : 3. 5 : 5. The scale factor of ∆ABC to ∆DEC is 7 : 4, and the scale factor of ∆DEC to ∆FEG is 2 : 5. BC is the shortest side with a length of 10. 5 and AB is the longest side of △ABC. Find FG.

Find the value of x. F x+ 1 7 8 G K 12 H

Find the value of x. F x+ 1 7 8 G K 12 H x+6 y J

Find the value of y. F x+ 1 7 8 G K 12 H

Find the value of y. F x+ 1 7 8 G K 12 H x+6 y J

Find the value of x. 2 8 6 x 16 y

Find the value of x. 2 8 6 x 16 y

Find the value of y. 2 8 6 x 16 y

Find the value of y. 2 8 6 x 16 y

Find the ratio of the perimeter of ∆VSR to the perimeter of ∆TVR. S

Find the ratio of the perimeter of ∆VSR to the perimeter of ∆TVR. S T R 60 30 8 30 V

Find the perimeter ∆SVR. S T R 60 30 8 30 V

Find the perimeter ∆SVR. S T R 60 30 8 30 V

A civil engineer is making a scale model of a highway on ramp. The

A civil engineer is making a scale model of a highway on ramp. The length of the model is 4 inches. The actual length of the on ramp is 500 feet. a) What is the scale of the model? b) How many times as long as the actual on ramp is the model?

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Area Formulas Rectangle Rectangle What is the areaArea Formulas Rectangle Rectangle What is the area
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Squaring the Rectangle Squaring the Rectangle Square ConvinceSquaring the Rectangle Squaring the Rectangle Square Convince
class Rectangle int height int width public Rectangleclass Rectangle int height int width public Rectangle
Triangle rectangle et cercle Triangle rectangle cercle circonscritTriangle rectangle et cercle Triangle rectangle cercle circonscrit
RECTANGLE AND SQUARE WITH PROPERTIES AND CONDITIONS RECTANGLERECTANGLE AND SQUARE WITH PROPERTIES AND CONDITIONS RECTANGLE
Meet Rectangle My name is Rectangle I amMeet Rectangle My name is Rectangle I am
Drawing Rectangle tools Lecture 15 Rectangle tool FirstDrawing Rectangle tools Lecture 15 Rectangle tool First
Area Formulas Rectangle Rectangle What is the areaArea Formulas Rectangle Rectangle What is the area
Meet Rectangle My name is Rectangle I amMeet Rectangle My name is Rectangle I am
Section 5 4 Special Parallelograms RECTANGLE A rectangleSection 5 4 Special Parallelograms RECTANGLE A rectangle
Area Formulas Rectangle Rectangle What is the areaArea Formulas Rectangle Rectangle What is the area
Mr Rectangle 2 pairs of equal sides 4Mr Rectangle 2 pairs of equal sides 4
Position and label a rectangle with sides aPosition and label a rectangle with sides a
INVESTIGATING ISSUES SIDES SIDES S State the IssueINVESTIGATING ISSUES SIDES SIDES S State the Issue