It is not possible to store graphs as MAT-file. 

 The limits of the axes drawn are only specified in the command used to plot the graph itself. 

 The uniform distribution can range from -infinity to 0 or 0 to Infinity but not from -infinity to infinity. 

 The default variable in case of solve(‘f(x,y,p,a,l)’) command is 

What is the output of the following code?

for i = 1 :4: 5
y=i+1
clear i
end

p = cell(1,2);

p{1,1} = 1/0;

p{1,2} = [1 2;3 4];

class(p{1,2})

class(p(1,2))

What is the output of the above code?

 What is the nature of the arrangement of the coefficients to store the following expression in MATLAB? 

y=2x^2+4x^3+6x^5+2x+4+7

X = [1.4+2.3i 3.1-2.2i -5.3+10.9i]
X = 1.4000 + 2.3000i   3.1000 - 2.2000i  -5.3000 +10.9000i
Y = fix(X)

Statement 1-  A cubic system can be represented using the function plot3 

Statement 2-  A cubic system can be represented using the function legend 

Statement 3-  A cubic system can be represented using the function display 

Statement 1- If we want to plot matrix arguments, row-wise inter-relation of two arguments 

Statement 2- If we want to plot matrix arguments, column-wise inter-relation of two arguments  

Statement 3- If we want to plot matrix arguments, the arguments are incomprehensible