$1.(10\%)$ Use a $$for$$ loop to create vector X which has $3$ elements, and the element value is square of counter value. $2.(10\%)$ Develop a function to accept an arbitrary vector provided by the user and by using a loop to find if there is any non$\_$zero value of element in the vector. Test the function on a vector V$=$zeros$(1,5).3.(10\%)$ Using a double $$for$$ loop, create a matrix $2$x$3$ with random elements with values between $0$ and $1.4.(10\%)$ Using a double $$for$$ loop, create an $$anti$-$identity" matrix, the size of which is an input from the user. The anti$-$identity matrix is an identity matrix where the ones are replaced by zeros and the zeros are replaced by ones $($Note: the term $$anti$-$identity matrix$$ does not exist$).5.(10\%)$ Create a function using a "while$$ loop. The function asks the user to input a number between $10$ and $20.$ If the number is not within the specified limits$,$ the user must change his$/$her input until he$/$she enters the correct value.