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Increasing, Decreasing, Min, Max

Increasing, Decreasing, Min, Max

Assessment

Presentation

•

Mathematics

•

9th Grade

•

Practice Problem

•

Hard

•
CCSS
6.NS.B.3

Standards-aligned

Created by

Colleen slatteryc@calvertnet.k12.md.us

Used 4+ times

FREE Resource

7 Slides • 4 Questions

1

  • ​Increasing- from left to right the y-values will be getting bigger (graph goes towards the sky)

  • Decreasing- from left to right the y-values will be getting smaller (graph goes towards the ground)

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2

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3

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​decreasing

​increasing

minimum

4

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​increasing

decreasing

​increasing

​maximum

​minimum

5

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6

Multiple Choice

Question image

Identify where the function is increasing.

1

x <−4     ,    x >1x\ <-4\ \ \ \ \ ,\ \ \ \ x\ >1

2

− 4<x<1-\ 4<x<1

3

−6<x<−2-6<x<-2

4

x<−6    ,   x >−2x<-6\ \ \ \ ,\ \ \ x\ >-2

7

Multiple Choice

Question image

Identify where the function is decreasing.

1

x < -4 , x > 1

2

-4 < x < 1

3

-6 < x < 7.5

4

All Real Numbers

8

Minimums and Maximums
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9

Multiple Choice

Question image

What is the relative maximum?

1

(1,2)

2

(2,2)

3

(0,-2)

10

Multiple Choice

Question image

What is the absolute minimum?

1

Does not existDoes\ not\ exist

2

(−3, −2)\left(-3,\ -2\right)

3

(2, 0)\left(2,\ 0\right)

4

(−∞,−∞)\left(-\infty,-\infty\right)

11

Absolute vs Relative

If multiple Relative Maximums exist on a curve, the one with the largest y value is the Absolute Maximum. The opposite occurs when looking for the Absolute Minimum.

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pattern-tertiary
  • ​Increasing- from left to right the y-values will be getting bigger (graph goes towards the sky)

  • Decreasing- from left to right the y-values will be getting smaller (graph goes towards the ground)

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