Que.How will we integrate a non-linear function, f, taken as an inline function?
|
a. int([f]) |
b. quad(‘f’) |
c. quad([f]) |
d. quad(‘[f]’) |
Que.The correct way of using the quad command while integrating an inline non-linear function is ___________
|
a. quad(‘[]’) |
b. quad([‘’]) |
c. quad([]) |
d. quad(‘’) |
Que.What is the class of the result of quad() command?
|
a. Long |
b. Short |
c. Double |
d. Unsigned |
Que.What is the output of the following code?s=23;p=90;z=p-s;int(x^-exp(-Inf),p,z)
|
a. -23 |
b. 67 |
c. 0 |
d. Error |
Que.The int function returns a constant of integration for indefinite integration.
|
a. True |
b. False |
c. May be True or False |
d. Can’t say |
Que.The answer for indefinite integration in MATLAB is __________
|
a. The only possible particular integral |
b. One of the many possible integrals |
c. 0 |
d. erroneous |
One of the many possible integrals
Que.What is the output of the following code?int(int(x^2))
|
a. x^4/12 |
b. x^4/16 |
c. 0 |
d. Error |
Que.We cannot perform problems regarding area under a curve in MATLAB.
|
a. True |
b. False |
c. May be True or False |
d. Can’t say |
Que.What is the class of the result of quadl() command?
|
a. double |
b. short |
c. long |
d. symbolic |
Que.To find the particular integral of a differential equation, we use the _____
|
a. int() command |
b. quad() command |
c. ODE solver |
d. Depends on the differential equation |
Depends on the differential equation