7. $177 Write two functions to model the cost of renting skis S(x) and renting a snowb a. Skis_y=2Hxt20_ C In cach function, the initial fee would be represented on the graph by B. Snowboard: _AZ2424T bu th

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Chapter2: Second-order Linear Odes
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9:32
MAIH
Covery TECHBOOK
Date
CO
Name
Check for Understanding
Use the tables to answer questions 1–2.
24
135-3 43
5-3
Snowboard Rentals
Ski Rentals
Cost ($)
114-42.
4-1=
Days
Days
Cost ($)
3
$93
$42
$135
7= 21 (1)
4
$114
I67 2416)
7.
$177
6.
$162
1. Write two functions to model the cost of renting skis S(x) and renting a snowboard B(x).
16
A. Skis_y=2Hxt20_
C. In each function, the initial fee would be represented on the graph by the LA-ntrreenta
the additional cost per day would be represented on the graph by the lobe.
B. Snowboard:_z24ztro
- Use function notation to show the cost for two days for each type of equipment.
and
A. Skis:
B. Snowboard:
For how many days can each type of equipment be rented if the budget is $200?
A. Skis 4days
B. Snowboard: _1 dang
Vrite a function to show the total cost for 2 ski rentals and 1 snowboard rental, and use it to solve for th
tal cost of their rental for 5 days.
A. Function:
B. Total for 5 days:
y is the total cost of renting a snowboard initially less than the total cost of renting skis, but then is
ter after a number of days? How would this be shown in the graphs of the functions?
Transcribed Image Text:9:32 MAIH Covery TECHBOOK Date CO Name Check for Understanding Use the tables to answer questions 1–2. 24 135-3 43 5-3 Snowboard Rentals Ski Rentals Cost ($) 114-42. 4-1= Days Days Cost ($) 3 $93 $42 $135 7= 21 (1) 4 $114 I67 2416) 7. $177 6. $162 1. Write two functions to model the cost of renting skis S(x) and renting a snowboard B(x). 16 A. Skis_y=2Hxt20_ C. In each function, the initial fee would be represented on the graph by the LA-ntrreenta the additional cost per day would be represented on the graph by the lobe. B. Snowboard:_z24ztro - Use function notation to show the cost for two days for each type of equipment. and A. Skis: B. Snowboard: For how many days can each type of equipment be rented if the budget is $200? A. Skis 4days B. Snowboard: _1 dang Vrite a function to show the total cost for 2 ski rentals and 1 snowboard rental, and use it to solve for th tal cost of their rental for 5 days. A. Function: B. Total for 5 days: y is the total cost of renting a snowboard initially less than the total cost of renting skis, but then is ter after a number of days? How would this be shown in the graphs of the functions?
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