Situation 2. FUN, FUN, FUN. The cost of admission to Funland Park was $70 for a group of 2 adults and 5 children. The admission was $84 for another group of 4 adults and 3 children. Find the admission price for each adult and each child. 1s Let x = price of an adult's admission Let y = price of a child's admission a %3D %3D ミ70 royp: equation #1: equation #2: Solution:

Algebra and Trigonometry (6th Edition)
6th Edition
ISBN:9780134463216
Author:Robert F. Blitzer
Publisher:Robert F. Blitzer
ChapterP: Prerequisites: Fundamental Concepts Of Algebra
Section: Chapter Questions
Problem 1MCCP: In Exercises 1-25, simplify the given expression or perform the indicated operation (and simplify,...
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here,
Situation 2. FUN, FUN, FUN.
The cost of admission to Funland Park was
$70 for a group of 2 adults and 5 children.
The admission was $84 for another group of
4 adults and 3 children. Find the admission
price for each adult and each child.
Let x = price of an adult's admission =
Let y = price of a child's admission a
个y
30
25
20
IS
15
%3D
10
15x
Egroup: equation #1:
equation #2:
-84
5
Solution:
Situation 3. HOW ABOUTA KISS?
Transcribed Image Text:Solution here, Situation 2. FUN, FUN, FUN. The cost of admission to Funland Park was $70 for a group of 2 adults and 5 children. The admission was $84 for another group of 4 adults and 3 children. Find the admission price for each adult and each child. Let x = price of an adult's admission = Let y = price of a child's admission a 个y 30 25 20 IS 15 %3D 10 15x Egroup: equation #1: equation #2: -84 5 Solution: Situation 3. HOW ABOUTA KISS?
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