Borrowers taking a balloon payment mortgage most likely
"<span>
must repay the loan in five to ten years".
</span>
<span>B<span>alloon payment refers to a fixed amount
of money connected to a loan someone takes; this sum has a greater value than
the actual repayment costs and can be applied at fixed periods of time at the
end. </span>It can run for longer periods as well.</span>
Answer:
Following are the program to this question:
#include <stdio.h>//using the header file
int main()//main method
{
int y;//defining integer variable y
printf("Enter year value:");//print message
scanf("%d", &y);//use input method for input year value
if (y>= 2101)//defining if block that checks year greater then 2101
printf("Distant future");//print message
else if (y>= 2001)//defining else if block that checks year greater then 2001
printf("21st century"); //print message
else if (y>= 1901)//defining else if block that checks year greater then 1901
printf("20th century");//print message
else //defining else block
printf("Long ago");//print message
return 0;
}
Output:
Enter year value:1998
20th century
Explanation:
In the given C language code, inside the main method, an integer variable "y" is defined, which allows the user to input the year value, and use the multiple conditions to check the given value and print message when the condition is matched.
- Inside the "if" condition block, it checks the "y" variable value is greater and equal to 2101. so, it will print "Distant future", otherwise go to the next condition.
- In this, if "y" value is greater than equal to "2001", it will print the message "21st century", otherwise go to the next condition.
- In this, If the value of "y" is greater than equal to "1901", it will print the message "20th century", and if all the above condition is not true, then it will go to the else block, and it will print "Long ago" as the message.
Answer:
D. at the intersection of at least two constraints.
Explanation:
Linear programming is an optimization technique which is fine for the purpose of getting the best solution such as maximizing profit or certain o 4th era quantities. It is fine by modelling real life problems into mathematical models that have linear relationships or constraints such as in the form of objective functions. In linear programming, an objective function defines the formula for quantity optimization and the goal from this is to determine variable values that maximize or minimize the objective function depending on the problem robbery solved.
Answer:
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