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9/14: Warm Up Solve the formula pV = nRT for n. A. n = pV – RT B. n = pVRT C. n = pV RT D. n = pV Show your work OR explain your reasoning here.

9/14: Warm Up Solve the formula pV = nRT for n. A. n = pV – RT B. n = pVRT C. n = pV RT D. n = pV Show your work OR explain your reasoning here

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Page 1: 9/14: Warm Up Solve the formula pV = nRT for n. A. n = pV – RT B. n = pVRT C. n = pV RT D. n = pV Show your work OR explain your reasoning here

9/14: Warm Up

Solve the formula pV = nRT for n.

A. n = pV – RTB. n = pVRTC. n = pV RTD. n = pV

Show your work OR explain your reasoning here.

Page 2: 9/14: Warm Up Solve the formula pV = nRT for n. A. n = pV – RT B. n = pVRT C. n = pV RT D. n = pV Show your work OR explain your reasoning here

9/14 Objective

I will be able to solve multi-step inequalities.

Page 3: 9/14: Warm Up Solve the formula pV = nRT for n. A. n = pV – RT B. n = pVRT C. n = pV RT D. n = pV Show your work OR explain your reasoning here

INEQUALITY

shows values that are not

equal

Page 6: 9/14: Warm Up Solve the formula pV = nRT for n. A. n = pV – RT B. n = pVRT C. n = pV RT D. n = pV Show your work OR explain your reasoning here

9/14 Example:

• Journal: Got It! pg. 32: Problem 1

Page 7: 9/14: Warm Up Solve the formula pV = nRT for n. A. n = pV – RT B. n = pVRT C. n = pV RT D. n = pV Show your work OR explain your reasoning here

9/14 Example:

• Journal: Got It! pg. 32: Problem 2

Page 8: 9/14: Warm Up Solve the formula pV = nRT for n. A. n = pV – RT B. n = pVRT C. n = pV RT D. n = pV Show your work OR explain your reasoning here

9/14 Example:

• Journal: Got It! pg. 32: Problem 3

Page 9: 9/14: Warm Up Solve the formula pV = nRT for n. A. n = pV – RT B. n = pVRT C. n = pV RT D. n = pV Show your work OR explain your reasoning here

9/15 Warm UpRecord your answer here:An architect builds a scale model of a

skyscraper for a land development proposal.

• The model is 2 ft tall. • The scale of the model is

1 in. : 12.3 m.• How tall is the proposed

skyscraper in meters?

Show your work.

Page 10: 9/14: Warm Up Solve the formula pV = nRT for n. A. n = pV – RT B. n = pVRT C. n = pV RT D. n = pV Show your work OR explain your reasoning here

9/15 Objective

I will be able to solve multi-step inequalities.

Page 11: 9/14: Warm Up Solve the formula pV = nRT for n. A. n = pV – RT B. n = pVRT C. n = pV RT D. n = pV Show your work OR explain your reasoning here

9/15 AssignmentWorksheet 1-6Omit: 1-4, 9-10

Examples: 5,6,11 w/ PattyHomework: 7,8,12

Page 12: 9/14: Warm Up Solve the formula pV = nRT for n. A. n = pV – RT B. n = pVRT C. n = pV RT D. n = pV Show your work OR explain your reasoning here

9/16 Warm UpA plumber finished three jobs on Tuesday.

The first two only cost the owner the $45 trip fee because they took very little time to complete.

For the third job, the plumber charged the trip fee plus 6 times his hourly rate. If the plumber received a total of $303 for the day, what is the hourly rate?

Write an equation to solve the problem.

Page 13: 9/14: Warm Up Solve the formula pV = nRT for n. A. n = pV – RT B. n = pVRT C. n = pV RT D. n = pV Show your work OR explain your reasoning here

9/16 ObjectiveI will be able to solve and

graph inequalities containing the words “and”

and “or”.

Page 14: 9/14: Warm Up Solve the formula pV = nRT for n. A. n = pV – RT B. n = pVRT C. n = pV RT D. n = pV Show your work OR explain your reasoning here

INEQUALITY

shows values that are not

equal

Page 15: 9/14: Warm Up Solve the formula pV = nRT for n. A. n = pV – RT B. n = pVRT C. n = pV RT D. n = pV Show your work OR explain your reasoning here

COMPOUND INEQUALITY

two distinct inequalities

joined by the word and or the

word or

Page 16: 9/14: Warm Up Solve the formula pV = nRT for n. A. n = pV – RT B. n = pVRT C. n = pV RT D. n = pV Show your work OR explain your reasoning here

9/16 Example:

Page 17: 9/14: Warm Up Solve the formula pV = nRT for n. A. n = pV – RT B. n = pVRT C. n = pV RT D. n = pV Show your work OR explain your reasoning here

9/16 Example:

Page 18: 9/14: Warm Up Solve the formula pV = nRT for n. A. n = pV – RT B. n = pVRT C. n = pV RT D. n = pV Show your work OR explain your reasoning here

9/16 Example:

Page 19: 9/14: Warm Up Solve the formula pV = nRT for n. A. n = pV – RT B. n = pVRT C. n = pV RT D. n = pV Show your work OR explain your reasoning here

9/16 Assignment:

Journal:Page 38 and 39

Problems 2 and 3

Page 20: 9/14: Warm Up Solve the formula pV = nRT for n. A. n = pV – RT B. n = pVRT C. n = pV RT D. n = pV Show your work OR explain your reasoning here

9/17 Warm UpSolve the equation you wrote on Wednesday to answer the question.

A plumber finished three jobs on Tuesday.

The first two only cost the owner the $45 trip fee because they took very little time to complete.

For the third job, the plumber charged the trip fee plus 6 times his hourly rate.

If the plumber received a total of $303 for the day, what is the hourly rate?

Page 21: 9/14: Warm Up Solve the formula pV = nRT for n. A. n = pV – RT B. n = pVRT C. n = pV RT D. n = pV Show your work OR explain your reasoning here

9/17 ObjectiveI will be able to solve and

graph inequalities containing the words “and”

and “or”.

Page 22: 9/14: Warm Up Solve the formula pV = nRT for n. A. n = pV – RT B. n = pVRT C. n = pV RT D. n = pV Show your work OR explain your reasoning here

9/17 Assignment

Test Review

Page 23: 9/14: Warm Up Solve the formula pV = nRT for n. A. n = pV – RT B. n = pVRT C. n = pV RT D. n = pV Show your work OR explain your reasoning here

9/25 Warm Up

Turn in Warm Up

Topic 1 Test

Page 24: 9/14: Warm Up Solve the formula pV = nRT for n. A. n = pV – RT B. n = pVRT C. n = pV RT D. n = pV Show your work OR explain your reasoning here

9/25 ObjectiveI will demonstrate my mastery of Topic 1 by

scoring 70 or more on the topic test.

Page 25: 9/14: Warm Up Solve the formula pV = nRT for n. A. n = pV – RT B. n = pVRT C. n = pV RT D. n = pV Show your work OR explain your reasoning here

9/25 Assignment

Topic 1 Test