Answer:
<u>Hypothesis</u><u> </u>
H o : No difference between proportions
H 1 : There is a significant difference between proportions
n = 1228
b = 1228 - 856
b = 375
Since n ≥ 25
b = {( a + 0.5 ) - n/2 }\ ( √n )/2
= {( 372 + 0.5 ) - 1228/2 }\ ( √1228 )/2
= - 13.789
- given significance level is α = 0.01
- p-value is less than significance level hence there is enough evidence to reject null hypothesis
- Which means there is a significance difference between the proportion of lawsuits that go to trail which should be dismissed
Answer:
The function definition to this question can be given as:
Function definition:
void printAttitude(int x1) //define function printAttitude.
{
//nested else-if statements
if(x1==1)
//if block
cout<<"disagree"<<endl;
//message
else if(x1==2)
//else if block
cout<<"no opinion"<<endl;
//message
else if(x1==3)
//else if block
cout<<"agree"<<endl;
//message
else
cout<<" ";
}
Explanation:
In the above method definition firstly, we define a method that is "printAttitude". In this method, we pass an integer variable that is "x1". This function does not return any value because its return type is void. In this method, we use nested else-if statements. The description of these conditions can be given as:
- In the if block we check the variable x1 value is equal to 1 If this condition is true. It will print "disagree" otherwise it will go to else-if block.
- In the else-if block, we check the variable x1 value is equal to 2 if the condition is true. It will print "no opinion". otherwise, we will go to another else-if block.
- In this block, we check the variable x1 value is equal to 3 if this condition is true. It will print "agree".otherwise it will go to else block.
- In the else block it will print nothing.
Answer:
134
Explanation:
because 6.00×10-9 =51 and 1.80×10-8=10 and 8.00×10-7=73 by adding them it will give the answer out by the figuer 134
Answer:
a mouse is the object that controls the cursor on your computer/laptop, there's one standard type of mouse, but there are thousands of makes and models.
Explanation:
