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1321
Let $f(x-y)=\frac{f(x)}{f(y)}$ for all $x, y \in \mathbb{R}$ and $f^{\prime}(0)=p, f^{\prime}(5)=q$. Then the value of $f^{\prime}(-5)$ is$q$$-q$$\frac{p}{q}$$\frac{p^{2}...
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1323
One root of $x^{3} – x – 4 = 0$ lies in $(1, 2).$ In bisection method, after first iteration the root lies in the interval ___________ .$(1, 1.5)$$(1.5, 2)$$(1.25, 1....
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1325
What is the output of the following program segment? main() { int count, digit=0; count=1; while (digit<=9) { printf (“%d/n”,++count);++digit; } ...
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1326
what is the good plan for gate 2019 ?is this good taking 1 or 2 test every day and evolution properly ?
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1327
ANY IDEA OF THIS THING https://chandigarhmetro.com/gate-2019-iit-madras-has-added-a-new-subject-in-the-syllabus-know-all-details-here/
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1329
If $\displaystyle{}\lim_{x \rightarrow 0} \frac{ae^{x} - b \cos x}{x} = 5$, then.$a$ and $b$ are uniquely determined.$a$ is uniquely determined, but not $b$.$b$ is unique...
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1330
Which of the following is advantage of using $\text{JDBC}$ connection pool?Slow performanceUsing more memoryUsing less memoryBetter performance
1 votes
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1331
This is part of the site features explanation videos contest as explained here
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1332
On changing to spherical co-ordinates, the integral $\iiint_V \,dy\,dx\,dz,$ where $V$ is the volume of the hemisphere $x^{2} + y^{2} + z^{2} = a^{2},$ is equivalent to ...
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1333
Let the random variable $\text{X}$ has a mixed distributions with probability $\text{P(X = 0)} = \alpha,$ and the density function.$$f_{x}(x) = \left\{\begin{matrix} \bet...
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1 answer
1336
Non leaf nodes of $\text{B+}$ tree structure from $\text{a}$ :Multilevel sparse indicesMultilevel dense indicesSparse indicesMultilevel clustered indices
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1338
Amongst the logic families $DTL, TTL, ECL$ and $CMOS$, the family with the least power dissipation is :$CMOS$$DTL$$TTL$$ECL$
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1339
Why CO & A topic link in go classroom is not working?Today I tried to open it but it is not working.
1 votes
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1340
Answer whether the following statements are True or False.There exists a metric space $(X, d)$ such that the group of isometries of $X$ is isomorphic to $\mathbb{Z}$.