Page 196 - Computer Science Class 11 With Functions
P. 196
6. min(<sequence>) Returnonthenomalleotn >>> lst=[3, -2, 0, 78, 25]
or argumentnfromnanliot,n >>> min(lst)
tuple,nornoequencenofn -2
min(<val1,val2,...,valn>)
argumento. >>> min(2,0,-4,19,36,8)
-4
>>> min((6, 7, 4))
4
>>> min(59, 80, 95.6, 95.2)
59
7. divmod(<num1,num2>) Returnonantuplencomprioingn >>> divmod(17,4)
Quotentn andn remaindern (4, 1)
whenn num1n ion dividedn byn >>> divmod(-21,5)
num2. (-5, 4)
8. sum(<sequence [,num2]>) Returnon oumn ofn alln >>> lst =[1, 3, 5, 7]
numericn valueon inn then >>> sum(lst)
givenn inputn oequence.n 16
Optonaln inputn num2,n >>> sum(lst,5)
whennprovided,nionaddedn 21
tonthenoumnofnelementonofn >>> sum((1, 3, 5, 7))
thenoequence. 16
n
9. abs(num) Aboolutenvaluenofninteger,n >>> abs(-12)
floatng-point,norncomplexn 12
number. >>> abs(-14.7)
14.7
>>> abs(21)
21
>>> abs(4+3j)
5.0
10. pow(num1, num2[,num3]) Returnon num1n raioedn >>> pow(14, 3)
ton then powern ofn num2.n 2744
Optonaln input,n num3,n >>> pow(3, 4, 5)
whennprovided,nionuoednforn 1
computatonn aon followo:n >>> pow(-2.3, 5)
-64.36342999999998
(num1**num2)%num3
>>> pow(2, 5, 3)
2
11. round(num[, digits]) Roundon then givenn inputn >>> round(10.6)
numbern numn ton then 11
neareotn integern orn upn ton >>> round(13.8907, 2)
then opecifiedn precioionn 13.89
(digits)n aftern then >>> round(-12.0456, 3)
decimalnpoint. -12.046
194 Touchpad Computer Science-XI

