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1301
ISI2020-MMA: 6
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 uniquely determined, but not $a$. neither $a$ nor $b$ is uniquely determined.
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...
admin
292
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admin
asked
Jul 23, 2022
Others
isi2020-mma
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1302
CMI-2022-DataScience-B: 3
Dasholytics Ine runs an online analytics dashboard. The company employs three machines-Server $1,$ Server $2,$ and Server $3$ - to serve the data for the dashboard. At any point in time one of these three machines has the job of serving the data, ... over which this information was collected. What is the expected number of hours of service outage in an year ( $365$ days)?
Dasholytics Ine runs an online analytics dashboard. The company employs three machines-Server $1,$ Server $2,$ and Server $3$ - to serve the data for the dashboard. At an...
admin
292
views
admin
asked
Jul 23, 2022
Others
cmi2022-datascience
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1303
NIELIT 2022 April Scientist B | Section B | Question: 98
Consider a software project with the following information domain characteristics for calculation of function point metric. Number of external inputs $\text{(I)} = 30$ Number of external outputs $\text{(O)} = 60$ ... $612.06$ $212.05$ $305.09$ $806.9$
Consider a software project with the following information domain characteristics for calculation of function point metric.Number of external inputs $\text{(I)} = 30$Numb...
soujanyareddy13
292
views
soujanyareddy13
asked
Apr 12, 2022
Others
nielit2022apr-scientistb
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1304
TIFR Mathematics 2023 | Part B | Question: 13
Answer whether the following statements are True or False. A connected metric space with at least two points is uncountable.
Answer whether the following statements are True or False.A connected metric space with at least two points is uncountable.
admin
291
views
admin
asked
Mar 14, 2023
Others
tifrmaths2023
true-false
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1305
CMI-2022-DataScience-A: 19
A stick is fixed on the ground at an angle of $60$ degrees as shown in Figure $1.$ The part of the stick which is above the ground-which is the part that is shown in Figure $1$-has a length of $10$ metres. At a certain time $T_{1}$ during the day, the sun ... $5$ metres and $10 \sqrt{3}$ metres $5$ metres and $10$ metres $5 \sqrt{3}$ metres and $10$ metres
A stick is fixed on the ground at an angle of $60$ degrees as shown in Figure $1.$ The part of the stick which is above the ground-which is the part that is shown in Figu...
admin
291
views
admin
asked
Jul 23, 2022
Others
cmi2022-datascience
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1306
SSLC Number
What is SSCL number ? Marksheet SSC : Certificate SSC :
What is SSCL number ?Marksheet SSC : Certificate SSC :
HeadShot
291
views
HeadShot
asked
Jan 3, 2019
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1307
GATE exam preparation
what is the good plan for gate 2019 ? is this good taking 1 or 2 test every day and evolution properly ?
what is the good plan for gate 2019 ?is this good taking 1 or 2 test every day and evolution properly ?
manojeve
291
views
manojeve
asked
Nov 19, 2018
0
votes
1
answer
1308
Best Open Video Playlist for Data link layer:Ethernet bridging Topic | Computer Networks
Please list out the best free available video playlist for Data link layer:Ethernet bridging from Computer Networks as an answer here (only one playlist per answer). We'll then select the best playlist and add ... are more likely to be selected as best. For the full list of selected videos please see here
Please list out the best free available video playlist for Data link layer:Ethernet bridging from Computer Networks as an answer here (only one playlist per answer). We'l...
makhdoom ghaya
290
views
makhdoom ghaya
asked
Aug 23, 2022
Study Resources
go-classroom
free-videos
missing-videos
video-links
data-link-layer
ethernet
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1309
ISI2020-MMA: 3
Let $\int ^{2}_{1} e^{x^{2}} dx = a$. Then the value of $\int ^{e^{4}}_{e} \sqrt{\log_{e} x} dx$ is $e^{4} - a$ $2e^{4} - a$ $e^{4} - e – 4a$ $2e^{4} - e – a$
Let $\int ^{2}_{1} e^{x^{2}} dx = a$. Then the value of $\int ^{e^{4}}_{e} \sqrt{\log_{e} x} dx$ is$e^{4} - a$$2e^{4} - a$$e^{4} - e – 4a$$2e^{4} - e – a$
admin
290
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admin
asked
Jul 23, 2022
Others
isi2020-mma
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1310
NIELIT 2021 Dec Scientist B - Section B: 75
What is $\text{WPA} ?$ wi-fi protected access wired protected access wired process access wi-fi process access
What is $\text{WPA} ?$wi-fi protected access wired protected accesswired process accesswi-fi process access
soujanyareddy13
290
views
soujanyareddy13
asked
Dec 7, 2021
Others
nielit2021dec-scientistb
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1311
NIELIT 2021 Dec Scientist B - Section B: 112
$\text{(a+b)}^{2}$ corresponds to the language $:$ $\text{ \{a+b, a+b\} }$ $\text{ \{aa, ab, ba, bb\} }$ $\text{ \{abab, baba\} }$ $\text{ \{a+b}, \text{(a+b)}^{2}\} $
$\text{(a+b)}^{2}$ corresponds to the language $:$$\text{ \{a+b, a+b\} }$$\text{ \{aa, ab, ba, bb\} }$$\text{ \{abab, baba\} }$$\text{ \{a+b}, \text{(a+b)}^{2}\} $
soujanyareddy13
289
views
soujanyareddy13
asked
Dec 7, 2021
Others
nielit2021dec-scientistb
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1312
General GATE CS
Can anyone suggest good source books keeping GATE in mind for following subjects 1. Algorithm 2. Data structure 3. Computer networks 4. Theory of computation 5. Operating system 6. Compiler design 7. DBMS Also, is there a new subject called statistics in gate 2019?
Can anyone suggest good source books keeping GATE in mind for following subjects1. Algorithm2. Data structure3. Computer networks4. Theory of computation5. Operating syst...
ranarajesh495
289
views
ranarajesh495
asked
Oct 22, 2018
0
votes
1
answer
1313
LIMIT AND CONTINUITY
1.Evaluate the following definite integral $\int^{130}_{130}\frac{x^{3}-x\sin(x)+\cos(x)}{x^{^{2}}+1}dx$
1.Evaluate the following definite integral $\int^{130}_{130}\frac{x^{3}-x\sin(x)+\cos(x)}{x^{^{2}}+1}dx$
Hailemariam
288
views
Hailemariam
asked
Jun 1, 2023
Others
limits
continuity
integration
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1314
NIELIT 2021 Dec Scientist B - Section B: 110
In _____________ machine is executing operating system instruction $:$ System mode User mode Normal mode Safe mode
In _____________ machine is executing operating system instruction $:$System modeUser modeNormal modeSafe mode
soujanyareddy13
288
views
soujanyareddy13
asked
Dec 7, 2021
Others
nielit2021dec-scientistb
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1315
UGC NET CSE | December 2005 | Part 2 | Question: 19
An embedded printer provides : Physical record key An inserted Index A secondary access path All the above
An embedded printer provides :Physical record keyAn inserted IndexA secondary access pathAll the above
go_editor
288
views
go_editor
asked
Mar 27, 2020
Others
ugcnetcse-dec2005-paper2
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1316
Eligibility
I am having 59% aggregate of 7 sem. At the time of applying for admission do i need to have 60% aggregate? Or it needs to be submitted after the last sem result?
I am having 59% aggregate of 7 sem. At the time of applying for admission do i need to have 60% aggregate? Or it needs to be submitted after the last semresult?
Snehshahn
288
views
Snehshahn
asked
Feb 22, 2016
0
votes
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1317
ISI2020-MMA: 24
Let $\text{S}$ be the set of all $3 \times 3$ real matrices $\text{A} = ((a_{ij}))$ such that the matrix $ ((a^{3}_{ij}))$ has rank one. Define a set $\text{R} = \left \{ \text{rank(A)} : \text{A} \in \text{S}\right \}$. Then $\text{R}$ is equal to. $\left \{ 1 \right \}$ $\left \{ 1, 2\right \}$ $\left \{ 1, 3 \right \}$ $\left \{ 1, 2, 3 \right \}$
Let $\text{S}$ be the set of all $3 \times 3$ real matrices $\text{A} = ((a_{ij}))$ such that the matrix $ ((a^{3}_{ij}))$ has rank one. Define a set $\text{R} = \left \...
admin
287
views
admin
asked
Jul 23, 2022
Others
isi2020-mma
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1
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1318
NIELIT 2021 Dec Scientist B - Section B: 97
If integer means to $2 \; \text{bytes}$ of storage then maximum value of a signed integer is $:$ $2^{16} – 1$ $2^{15} – 1$ $2^{16}$ $2^{15}$
If integer means to $2 \; \text{bytes}$ of storage then maximum value of a signed integer is $:$$2^{16} – 1$$2^{15} – 1$$2^{16}$$2^{15}$
soujanyareddy13
287
views
soujanyareddy13
asked
Dec 7, 2021
Others
nielit2021dec-scientistb
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1
votes
2
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1319
CMI2020-A: 10
We have a procedure $P(n)$ that makes multiple calls to a procedure $Q(m)$, and runs in polynomial time in $n$. Unfortunately, a significant flaw was discovered in $Q(m)$, and it had to be replaced by $R(m)$, which runs in exponential time in $m$. Thankfully, $P$ is ... is proportional to $log\;n.$ $P(n)$ runs in polynomial time in $n$ if, for each call $Q(m),m \underline<log \;n.$
We have a procedure $P(n)$ that makes multiple calls to a procedure $Q(m)$, and runs in polynomial time in $n$. Unfortunately, a significant flaw was discovered in $Q(m)$...
soujanyareddy13
287
views
soujanyareddy13
asked
Jan 28, 2021
Others
cmi2020
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1320
UGC NET CSE | June 2007 | Part 2 | Question: 45
Which one of the following is a object-oriented approaches: The Booch method The Rambaugh method The Load and Yomdon method All of the above
Which one of the following is a object-oriented approaches:The Booch methodThe Rambaugh methodThe Load and Yomdon methodAll of the above
go_editor
287
views
go_editor
asked
Mar 28, 2020
Others
ugcnetcse-june2007-paper2
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