Arithmetic Operators practice: (Interactive mode)

Q. Arithmetic Operators' practice: (Interactive mode)

x = 29.0

y = 13

z = 2

p = 0.5

q = 12.79

i = 13

j = 29.0

k = y - 11

 

 
	 
S. No.
 
	 
Reason
 
	 
Result
 
	 
Reason
 
 
 
	 
1
 
	 
x  / y
 
	 
 
	 
 
 
 
	 
2
 
	 
x // 4
 
	 
 
	 
 
 
 
	 
3
 
	 
y - i + p
 
	 
 
	 
 
 
 
	 
4
 
	 
y ** z
 
	 
 
	 
 
 
 
	 
5
 
	 
y ** p
 
	 
 
	 
 
 
 
	 
6
 
	 
y  %  z
 
	 
 
	 
 
 
 
	 
7
 
	 
x / j
 
	 
 
	 
 
 
 
	 
8
 
	 
q  %  p
 
	 
 
	 
 
 
 
	 
9
 
	 
y + z % 4
 
	 
 
	 
 
 
 
	 
10
 
	 
(y + z) % 4
 
	 
 
	 
 
 
 
	 
11
 
	 
y + (z * 4)
 
	 
 
	 
 
 
 
	 
12
 
	 
y * x / z
 
	 
 
	 
 
 
 
	 
13
 
	 
y / x * z
 
	 
 
	 
 
 
 
	 
14
 
	 
R = p + z - x / y * y **z // x % (p + z)
 
	 
 
	 
 
 
 
	 
15
 
	 
4** 3 ** z
 
	 
 
	 
 
 

Answer :-

 
	 
S. No.
 
	 
Reason
 
	 
Result
 
	 
Reason
 
 
 
	 
1
 
	 
x  / y
 
	 
2.230769230769231
 
	 
‘/’ operator simply divide expression.
 
 
 
	 
2
 
	 
x // 4
 
	 
7.0
 
	 
‘//’ operator return only quotient.
 
 
 
	 
3
 
	 
y - i + p
 
	 
0.5
 
	 
It simply solved the expression.
 
 
 
	 
4
 
	 
y ** z
 
	 
169
 
	 
‘**’ operator returns power value as per syntax.
 
 
 
	 
5
 
	 
y ** p
 
	 
3.605551275463989
 
	 
‘**’ operator returns power value as per syntax.
 
 
 
	 
6
 
	 
y % z
 
	 
1
 
	 
‘%’ operator return only reminder.
 
 
 
	 
7
 
	 
x  / j
 
	 
1.0
 
	 
‘/’ operator simply divide expression.
 
 
 
	 
8
 
	 
q % p
 
	 
0.28999999999999915
 
	 
‘%’ operator return only reminder.
 
 
 
	 
9
 
	 
y + z % 4
 
	 
15
 
	 
Solve as per precedence order of operator.
 
 
 
	 
10
 
	 
(y + z) % 4
 
	 
3
 
	 
Precedence order of paratheses bracket greater then ‘%’ operator.
 
 
 
	 
11
 
	 
y + (z * 4)
 
	 
21
 
	 
Precedence order of paratheses bracket greater then ‘+’ operator.
 
 
 
	 
12
 
	 
y * x/z
 
	 
188.5
 
	 
Precedence order of ‘*’ greater then ‘/’ operator.
 
 
 
	 
13
 
	 
y / x * z
 
	 
0.896551724137931
 
	 
Precedence order of ‘*’ greater then ‘/’ operator.
 
 
 
	 
14
 
	 
R = p + z - x / y * y ** z // x % (p + z)
 
	 
>>> R = p + z - x / y * y ** z // x % (p + z)
>>> R
2.0
 
	 
Solve as per precedence order of operator.
 
 
 
	 
15
 
	 
4** 3 ** z
 
	 
262144
 
	 
It simply solved the expression.