Four binary digits. So letter D.
The effectiveness of using thicker bags are:
- It has the lowest environmental impact in terms of any other disposable bag.
- It can be used three to six more times.
- It is environmentally sustainable.
<h3>What is the effect of thicker plastic bags have on the environment?</h3>
The use of plastic bags is known to have some form of detrimental effects on the such as animal choking, pollution, and others.
Conclusively, Note that thicker bags needs a lot of plastic to be able to produce it and it goes to waste even if a person do not use it again.
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brainly.com/question/17413226
R=0 of the amp meter so it can be placed in the circuit
Explanation:
public class Int_List
{
protected int[] list;
protected int numEle = 0;
public Int_List( int size )
{
list = new int[size];
public void add( int value )
{
if ( numEle == list.length )
{
System.out.println( "List is full" );
}
else
{
list[numEle] = value;
numEle++;
}
}
public String toString()
{
String returnStr = "";
for ( int x = 0; x < numEle; x++ )
{
returnStr += x + ": " + list[x] + "\n";
}
return returnStr;
}
}
public class Run_List_Test
{
public static void main( String[] args )
{
Int_List myList = new Int_List( 7 );
myList.add( 102 );
myList.add( 51 );
myList.add( 202 );
myList.add( 27 );
System.out.println( myList );
}
}
Note: Use appropriate keyword when you override "tostring" method
So here is the code in Python:
n = 0.00 #this is a float because there are some numbers that are decimals.
while n < 20: #n which is 0.00 and while it is lower than 20 if runs the code below
n = n + 1 #it will add 1 to n everything it runs the code.
k = n / 2 #it will divide whatever n is everytime by 2
print(str(n) + '/2: ') # it's printing the number it's on
print(k) # prints the answer for the n.
You can change n to add by any, make n any num instead of 0.00 and you can change the while condition from n < 20 to any other logical statement. If you want to get creative you can take 2 inputs for numbers and make one of them the starting number and other one is the ending number. Also make sure to make n a number lower than you starting point because if you set n as your starting point then it will skip it.