In C program We want to emulate that, too! Using a recursive function, make it so that we print the number we are currently in on a new line. When we encounter a number n divisible by 5, we print "YEHEY" and jump 7 steps forward. However when we encounter a number divisible by 8, we print "OHNO" and go back 6 steps. If it is divisible by both, we print "LUCKY" and jump 11 steps. Otherwise just move 1 step. Start at n=1 and continue doing this until you reach a number greater than or equal to the number entered by the user. Instructions: In the code editor, you are provided with a main() function that must ask the user for a number and calls the snake_ladder() function. This snake_ladder() function is a recursive function which should perform the functionality explained in the problem description above. This function is declared but is initially empty. Input 1. Stopping number Description Input the number to which the recursive function must stop Constraints The input is a positive integer that does not exceed 10000. Output: Enter stopping number: 160 1 2 3 4 5 YEHEY 12 13 14 15 YEHEY 22 23 24 OHNO 18 19 20 YEHEY 27 28 29 30 YEHEY 37 38 39 40 LUCKY 51 52 53 54 55 YEHEY 62 63 64 OHNO 58 59 60 YEHEY 67 68 69 70 YEHEY 77 78 79 80 LUCKY 91 92 93 94 95 YEHEY 102 103 104 OHNO 98 99 100 YEHEY 107 108 109 110 YEHEY 117 118 119 120 LUCKY 131 132 133 134 135 YEHEY 142 143 144 OHNO 138 139 140 YEHEY 147 148 149 150 YEHEY 157 158 159 160
In C program We want to emulate that, too! Using a recursive function, make it so that we print the number we are currently in on a new line. When we encounter a number n divisible by 5, we print "YEHEY" and jump 7 steps forward. However when we encounter a number divisible by 8, we print "OHNO" and go back 6 steps. If it is divisible by both, we print "LUCKY" and jump 11 steps. Otherwise just move 1 step. Start at n=1 and continue doing this until you reach a number greater than or equal to the number entered by the user. Instructions: In the code editor, you are provided with a main() function that must ask the user for a number and calls the snake_ladder() function. This snake_ladder() function is a recursive function which should perform the functionality explained in the problem description above. This function is declared but is initially empty. Input 1. Stopping number Description Input the number to which the recursive function must stop Constraints The input is a positive integer that does not exceed 10000. Output: Enter stopping number: 160 1 2 3 4 5 YEHEY 12 13 14 15 YEHEY 22 23 24 OHNO 18 19 20 YEHEY 27 28 29 30 YEHEY 37 38 39 40 LUCKY 51 52 53 54 55 YEHEY 62 63 64 OHNO 58 59 60 YEHEY 67 68 69 70 YEHEY 77 78 79 80 LUCKY 91 92 93 94 95 YEHEY 102 103 104 OHNO 98 99 100 YEHEY 107 108 109 110 YEHEY 117 118 119 120 LUCKY 131 132 133 134 135 YEHEY 142 143 144 OHNO 138 139 140 YEHEY 147 148 149 150 YEHEY 157 158 159 160
Database System Concepts
7th Edition
ISBN:9780078022159
Author:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan
Publisher:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan
Chapter1: Introduction
Section: Chapter Questions
Problem 1PE
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Question
In C program
We want to emulate that, too! Using a recursive function, make it so that we print the number we are currently in on a new line. When we encounter a number n divisible by 5, we print "YEHEY" and jump 7 steps forward. However when we encounter a number divisible by 8, we print "OHNO" and go back 6 steps. If it is divisible by both, we print "LUCKY" and jump 11 steps. Otherwise just move 1 step. Start at n=1 and continue doing this until you reach a number greater than or equal to the number entered by the user.
Instructions:
In the code editor, you are provided with a main() function that must ask the user for a number and calls the snake_ladder() function.
This snake_ladder() function is a recursive function which should perform the functionality explained in the problem description above.
This function is declared but is initially empty.
Input
1. Stopping number
Description
Input the number to which the recursive function must stop
Constraints
The input is a positive integer that does not exceed 10000.
Output:
Enter stopping number: 160
1
2
3
4
5 YEHEY
12
13
14
15 YEHEY
22
23
24 OHNO
18
19
20 YEHEY
27
28
29
30 YEHEY
37
38
39
40 LUCKY
51
52
53
54
55 YEHEY
62
63
64 OHNO
58
59
60 YEHEY
67
68
69
70 YEHEY
77
78
79
80 LUCKY
91
92
93
94
95 YEHEY
102
103
104 OHNO
98
99
100 YEHEY
107
108
109
110 YEHEY
117
118
119
120 LUCKY
131
132
133
134
135 YEHEY
142
143
144 OHNO
138
139
140 YEHEY
147
148
149
150 YEHEY
157
158
159
160
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