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Date post: 07-Jan-2016
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1-3. Lesson. Distance and Midpoints. Ohio Content Standards:. Ohio Content Standards:. Estimate, compute and solve problems involving scientific notation, square roots and numbers with integer exponents. Ohio Content Standards:. - PowerPoint PPT Presentation
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Lesson Distance and Midpoints 1-3
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Page 1: Lesson

Lesson

Distance and Midpoints

1-3

Page 2: Lesson

Ohio Content Standards:

Page 3: Lesson

Ohio Content Standards:

• Estimate, compute and solve problems involving scientific notation, square roots and numbers with integer exponents.

Page 4: Lesson

Ohio Content Standards:

• Apply order of operations to simplify expressions and perform computations involving integer exponents and radicals.

Page 5: Lesson

Distance Formula

Page 6: Lesson

Distance Formula

• Number Line

Page 7: Lesson

P Q

a b

Distance Formula

• Number Line

Page 8: Lesson

P Q

a b

Distance Formula

• Number Line

» PQ = l b – a l or l a – b l

Page 9: Lesson

Distance Formula

Page 10: Lesson

Distance Formula

• Coordinate Plane

Page 11: Lesson

Distance Formula

• Coordinate Plane– The distance d between

two points with coordinates (x1, y1) and (x2, y2) is given by

Page 12: Lesson

• Coordinate Plane– The distance d between

two points with coordinates (x1, y1) and (x2, y2) is given by

Distance Formula

221212 yyxx

Page 13: Lesson

Use the number line to find QR.

Page 14: Lesson

Use the number line to find QR.

RQ

-8 -7 -6 -5 -4 -3 0-2 -1

Page 15: Lesson

Find the distance between E(-4, 1) and F(3, -1).

Page 16: Lesson

Midpoint

Page 17: Lesson

Midpoint

• Number Line

Page 18: Lesson

P Q

a b

Midpoint

• Number Line

Page 19: Lesson

P Q

a b

Midpoint

• Number Line

»

2

ba

Page 20: Lesson

Midpoint

Page 21: Lesson

Midpoint

• Coordinate Plane

Page 22: Lesson

Midpoint

• Coordinate Plane– The coordinates of the

midpoint of a segment whose endpoints have coordinates (x1, y1) and (x2, y2) are

Page 23: Lesson

Midpoint

• Coordinate Plane– The coordinates of the

midpoint of a segment whose endpoints have coordinates (x1, y1) and (x2, y2) are

2,

22121 yyxx

Page 24: Lesson

The coordinates on a number line of J and K are -12 and 16, respectively. Find the

coordinate of the midpoint of JK.

Page 25: Lesson

Find the coordinates of the midpoint of GH for G(8, -6)

and H(-14, 12).

Page 26: Lesson

Find the coordinate of D if E(-6, 4) is the midpoint of DF

and F has coordinates (-5, -3).

Page 27: Lesson

What is the measure of PR if Q is the midpoint of PR?

P QR

6 - 3x

14x + 2

Page 28: Lesson

Assignment:

Pgs. 25 - 2714 - 44 evens58 - 68 evens


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