8) Max bought a 100-page Jourmal writes 1 page per day. Pat bought a 200 page journal and writes 3 pages per day. The equation below can be solved to find the number of days (d) until they will have the same number of pages left in their journals. -d + 100 = -3d + 200 %3D In how many days (d) will Max and Pat have the same number of pages left in their journals? O 25 O 50 O 75 O 100

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter9: Systems Of Equations And Inequalities
Section9.2: Systems Of Linear Equations In Two Variables
Problem 41E
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Background
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I| 11 I12 | 3 I| 4 IE| 5 | 16 | 17
Teplc:3.4Solving systems by substitution
check for Understonding
Answer and v
8) Max bought a 100-page journal and
writes 1 page per day. Pat bought a
200 page journal and writes 3 pages
per day. The equation below can be
solved to find the number of days (d)
until they will have the same number of
pages left in their journals.
-d + 100 = -3d + 200
In how many days (d) will Max and Pat
have the same number of pages left in
their journals?
O 25
O 50
O 75
O 100
to add speaker notes
Cop
Transcribed Image Text:ital Notebook-Student ☆回 lide Arrange Tools Add-ons Help Last edit was seconds ago 田 Background Layout Theme Transition I| 11 I12 | 3 I| 4 IE| 5 | 16 | 17 Teplc:3.4Solving systems by substitution check for Understonding Answer and v 8) Max bought a 100-page journal and writes 1 page per day. Pat bought a 200 page journal and writes 3 pages per day. The equation below can be solved to find the number of days (d) until they will have the same number of pages left in their journals. -d + 100 = -3d + 200 In how many days (d) will Max and Pat have the same number of pages left in their journals? O 25 O 50 O 75 O 100 to add speaker notes Cop
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