Q2/ Write c# function of this following int min ; x = 4; float 2 = 1 ; long y = 1; int a {1,3,9, 10, 12, -9,83 ; MinMax (a, out m, outn); _m=minimum value n = maximum value

C++ for Engineers and Scientists
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ISBN:9781133187844
Author:Bronson, Gary J.
Publisher:Bronson, Gary J.
Chapter6: Modularity Using Functions
Section6.4: A Case Study: Rectangular To Polar Coordinate Conversion
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Q2/
Write c# function of this following
int min ; x = 4; float z = 1; long y = 1;
int a = {1,3,9, 10, 12, -9,83 ;
-
MinMax (a, out m, outh);
Sum = (x₁n, ref zi
double P-89r (x, a)
m=minimum value
n = maximum value
Z=1+ X ²4
+
2!
4!
+
6
X² X
+
61
2nt
return the sum of square of
a's element
fact (ref y,x);
int d = abs(x)? x = -X
d = |x|
Console.Write ("{0}: {1}: {2}={3}: {4}", py, d, m, n);
y=x! using recursion principle
Transcribed Image Text:Q2/ Write c# function of this following int min ; x = 4; float z = 1; long y = 1; int a = {1,3,9, 10, 12, -9,83 ; - MinMax (a, out m, outh); Sum = (x₁n, ref zi double P-89r (x, a) m=minimum value n = maximum value Z=1+ X ²4 + 2! 4! + 6 X² X + 61 2nt return the sum of square of a's element fact (ref y,x); int d = abs(x)? x = -X d = |x| Console.Write ("{0}: {1}: {2}={3}: {4}", py, d, m, n); y=x! using recursion principle
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