Super Mario is on the run collecting coins. In level # 1, whenever he takes a coin, the next coin is automatically blocked with an iron brick. Which coins should Mario take in order to maximize his gains?(see image) In level # 2, the same rules of level 1 apply, but with a twist: Mario has a bag that can take only a limited number of coins. Which coins can Mario take in order to maximize his gains (provided that the coins fit inside his bag)? Implement the following function for level# 2 using C++:
Super Mario is on the run collecting coins. In level # 1, whenever he takes a coin, the next coin is automatically blocked with an iron brick. Which coins should Mario take in order to maximize his gains?(see image) In level # 2, the same rules of level 1 apply, but with a twist: Mario has a bag that can take only a limited number of coins. Which coins can Mario take in order to maximize his gains (provided that the coins fit inside his bag)? Implement the following function for level# 2 using C++:
Chapter8: Working With Advanced Functions
Section: Chapter Questions
Problem 2.8CP
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Do in C++
Super Mario is on the run collecting coins. In level # 1, whenever he takes a coin, the next coin is automatically blocked with an iron brick. Which coins should Mario take in order to maximize his gains?(see image)
In level # 2, the same rules of level 1 apply, but with a twist:
Mario has a bag that can take only a limited number of coins. Which coins can Mario take in order to maximize his gains (provided that the coins fit inside his bag)?
Implement the following function for level# 2 using C++:
-
unsigned max_coins(
vector <unsigned> coins, unsigned capacity)
![$3
3$
(0)
skip Take
$9
$9 $2
$7
Take
$7
$3 $6 $9
6$
skip Take
$9
$1
= $25](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Fba476d88-4bfa-4b66-8aa5-d2a1f6e7104a%2F37da1629-3f13-492b-97a6-e8708dd44795%2Fbyhnywa_processed.png&w=3840&q=75)
Transcribed Image Text:$3
3$
(0)
skip Take
$9
$9 $2
$7
Take
$7
$3 $6 $9
6$
skip Take
$9
$1
= $25
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