Question
limit(0/0, x, 0)
a.
Nan
b.
Inf
c.
0
d.
Error
Posted under MATLAB
Engage with the Community - Add Your Comment
Confused About the Answer? Ask for Details Here.
Know the Explanation? Add it Here.
Q. What is the output of the following code?
Similar Questions
Discover Related MCQs
Q. If a function is differentiable, the function is continuous.
View solution
Q. What is the code to solve limₓ→₁(logx)ˡᵒᵍˣ?
View solution
Q. The condition for removal discontinuity is ____________
View solution
Q. Can we perform infinite series summation in MATLAB?
View solution
Q. Negative limiting values cannot be applied to logarithmic functions in MATLAB.
View solution
Q. To do double limits, we can use __________
View solution
Q. We cannot calculate continuity at infinity in MATLAB.
View solution
Q. We can generate the summation of a series, formed with a character, using ________
View solution
Q. If the result of our summation is Infinity, what will MATLAB show?
View solution
Q. How does MATLAB get the symbolic character in the function, if it is not mentioned in symsum() command?
View solution
Q. The sum() command cannot do ____________
View solution
Q. To calculate the sum of only absolute variables in a series, we use _________
View solution
Q. To find the absolute value of the sum of squares of numbers in a series, we use_________
View solution
Q. We can find the mean value of a series (upto n) using _________
View solution
Q. We can find the summation of an A.G.P. series using __________
View solution
Q. We need to define a function separately to find the factorial of a number.
View solution
Q. The product of a set of elements is always greater than it’s the cumulative sum.
View solution
Q. The function to find the R.M.S value is __________
View solution
Q. Which function does cumulative summation of elements?
View solution
Q. The sum function will return a NaN if any of the element in the input vector is NaN.
View solution
Suggested Topics
Are you eager to expand your knowledge beyond MATLAB? We've curated a selection of related categories that you might find intriguing.
Click on the categories below to discover a wealth of MCQs and enrich your understanding of Computer Science. Happy exploring!