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Click to Begin Click to Begin. Pythagorean Theorem Similar Triangles Triangles Real Number Real Number System Angles & Triangles $100 $200 $300 $400 $500.

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Presentation on theme: "Click to Begin Click to Begin. Pythagorean Theorem Similar Triangles Triangles Real Number Real Number System Angles & Triangles $100 $200 $300 $400 $500."— Presentation transcript:

1 Click to Begin Click to Begin

2 Pythagorean Theorem Similar Triangles Triangles Real Number Real Number System Angles & Triangles $100 $200 $300 $400 $500 $100 $200 $300 $400 $500 $100 $200 $300 $400 $500 $100 $200 $300 $400 $500 $100 $200 $300 $400 $500 Distance & Midpoint & Midpoint Formula

3 Click to see answer Click to see answer$100 Find the square root of the number to the nearest tenth. Real Number System

4 $100 answer Real Number System Find the square root of the number to the nearest tenth.

5 Click to see answer Click to see answer$200 Real Number System Find the square root of the number to the nearest tenth.

6 $200 answer Real Number System Find the square root of the number to the nearest tenth.

7 Click to see answer Click to see answer$300 Name all of the sets of numbers to which the real number belongs. N = Natural, W = Whole, Z = Integer, Q = Rational, I = Irrational Real Number System

8 $300 answer Real Number System Name all of the sets of numbers to which the real number belongs. N = Natural, W = Whole, Z = Integer, Q = Rational, I = Irrational

9 Click to see answer Click to see answer$400 Order the numbers from least to greatest. Real Number System

10 $400 answer Real Number System Order the numbers from least to greatest.

11 Click to see answer Click to see answer$500 Solve the equation. Round to the nearest tenth if necessary. Real Number System

12 $500 answer Real Number System Solve the equation. Round to the nearest tenth if necessary.

13 Click to see answer Click to see answer$100 Draw an example of an acute angle. Explain what makes it acute. Angles & Triangles

14 $100 answer Angles & Triangles Draw an example of an acute angle. Explain what makes it acute.

15 Click to see answer Click to see answer$200 Angles & Triangles Draw an example of a straight angle. Explain what makes it straight.

16 $200 answer Angles & Triangles Draw an example of a straight angle. Explain what makes it straight.

17 Click to see answer Click to see answer$300 Find the value of x. Classify the triangle as acute, right or obtuse. Angles & Triangles

18 $300 answer Angles & Triangles Find the value of x. Classify the triangle as acute, right or obtuse.

19 Click to see answer Click to see answer$400 Draw an obtuse, isosceles triangle. If not possible, write not possible. Angles & Triangles

20 $400 answer Angles & Triangles Draw an obtuse, isosceles triangle. If not possible, write not possible.

21 Click to see answer Click to see answer$500 Classify the triangle by its sides and angles. Angles & Triangles

22 $500 answer Angles & Triangles Classify the triangle by its sides and angles.

23 Click to see answer Click to see answer$100 Find the missing length of the right triangle. C is the measure of the hypotenuse. Round to the nearest tenth. a = 9, b = ?, c = 41 Pythagorean Theorem

24 $100 answer Pythagorean Theorem Find the missing length of the right triangle. C is the measure of the hypotenuse. Round to the nearest tenth. a = 9, b = ?, c = 41

25 Click to see answer Click to see answer$200 Pythagorean Theorem Find the missing length of the right triangle. C is the measure of the hypotenuse. Round to the nearest tenth. a = 6, b = 11, c = ?

26 $200 answer Pythagorean Theorem Find the missing length of the right triangle. C is the measure of the hypotenuse. Round to the nearest tenth. a = 6, b = 11, c = ?

27 Click to see answer Click to see answer$300 A triangle has side lengths of 16, 34 and 30. Is this triangle a right triangle? Pythagorean Theorem

28 $300 answer Pythagorean Theorem A triangle has side lengths of 16, 34 and 30. Is this triangle a right triangle?

29 Click to see answer Click to see answer$400 Kendra is flying a kite. The length of the kite string is 55 feet and she is position 40 feet away beneath the kite. About how high is the kite? Pythagorean Theorem

30 $400 answer Pythagorean Theorem Kendra is flying a kite. The length of the kite string is 55 feet and she is position 40 feet away beneath the kite. About how high is the kite?

31 Click to see answer Click to see answer$500 The floor exercise mat measures 40 feet by 40 feet. Find the measure of the diagonal. Pythagorean Theorem

32 $500 answer Pythagorean Theorem The floor exercise mat measures 40 feet by 40 feet. Find the measure of the diagonal.

33 Click to see answer Click to see answer$100 Find the midpoint of the line segment that connects the two points. (-2, -4) and (1, 3) Distance & Midpoint Formula

34 $100 answer Distance & Midpoint Formula Find the midpoint of the line segment that connects the two points. (-2, -4) and (1, 3)

35 Click to see answer Click to see answer$200 Distance & Midpoint Formula Find the distance of the line segment that connects the two points. (-2, -4) and (1, 3)

36 $200answer $200 answer Distance & Midpoint Formula Find the distance of the line segment that connects the two points. (-2, -4) and (1, 3)

37 Click to see answer Click to see answer$300 Distance & Midpoint Formula Find the midpoint of the line segment that connects the two points. (-12, -3) and (4, 7)

38 $300answer $300 answer Distance & Midpoint Formula Find the midpoint of the line segment that connects the two points. (-12, -3) and (4, 7)

39 Click to see answer Click to see answer$400 Distance & Midpoint Formula Find the distance of the line segment that connects the two points. (-12, -3) and (4, 7)

40 Distance & Midpoint Formula Find the distance of the line segment that connects the two points. (-12, -3) and (4, 7)

41 Click to see answer Click to see answer$500 Triangle EFG has vertices E(1, 4), F(-3, 0) and G(4, -1). Find the perimeter of ∆ EFG to the nearest tenth. Distance & Midpoint Formula

42 $500answer $500 answer Distance & Midpoint Formula Triangle EFG has vertices E(1, 4), F(-3, 0) and G(4, -1). Find the perimeter of ∆ EFG to the nearest tenth.

43 Click to see answer Click to see answer$100 Find the value of x from the diagram. Similar Triangles

44 $100 answer Similar Triangles Find the value of x from the diagram.

45 Click to see answer Click to see answer$200 How far are the gorillas from the cheetahs? Similar Triangles

46 $200 answer Similar Triangles How far are the gorillas from the cheetahs?

47 Click to see answer Click to see answer$300 Find the value of x from the diagram. Similar Triangles

48 $300 answer Similar Triangles Find the value of x from the diagram.

49 Click to see answer Click to see answer$400 Similar Triangles At the same time a baby giraffe casts a 3.2-foot shadow, a 15-foot adult giraffe casts an 8 foot shadow. How tall is the baby giraffe?

50 $400answer $400 answer Similar Triangles At the same time a baby giraffe casts a 3.2- foot shadow, a 15-foot adult giraffe casts an 8 foot shadow. How tall is the baby giraffe?

51 Click to see answer Click to see answer$500 Suppose a roller coaster casts a shadow of 31.5 feet. At the same time, a nearby Ferris wheel casts a 19-foot shadow. If the rollercoaster is 126 feet tall, how tall is the Ferris wheel? Similar Triangles

52 $500 answer Similar Triangles Suppose a roller coaster casts a shadow of 31.5 feet. At the same time, a nearby Ferris wheel casts a 19-foot shadow. If the rollercoaster is 126 feet tall, how tall is the Ferris wheel?


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