Kore.ai is a leading provider of conversational AI and digital engagement platforms for enterprises. Founded in 2014, Kore.ai has quickly risen to prominence in the field of artificial intelligence and natural language processing. The company specializes in developing advanced chatbot and virtual assistant solutions to help businesses enhance customer service, streamline operations, and drive growth.
Kore.ai's platform offers a comprehensive suite of tools for building, deploying, and managing AI-powered chatbots across various channels, including websites, mobile apps, messaging platforms, and more. Their technology enables organizations to create personalized and interactive conversational experiences for their customers, employees, and partners.
One of Kore.ai's key strengths lies in its robust natural language understanding (NLU) capabilities, which allow chatbots to comprehend user queries accurately and respond with relevant information or actions. Additionally, the platform supports integration with enterprise systems and third-party applications, enabling seamless access to data and services.
6/5
A
1440 * 3/4 = 1080
1080 / 30 = 36
1440 * 1/4 = 360
360 / 24 = 15
36 * 2 + 15 * 1 = 87
40358
volume of cylinder=volume of plane
pi*r*R*H=L*B*H
16PI*H=176
SO h= length=176/16*pi
ANser is 44pi
x- sum of first 4 values
y – 5th value
x/4 = 45
x=45*4=180
(x+y)/5 = 46
(180+y)/5=46
180+y=230
y=50
6, 12, 48, 100, 384, 768, 3072
B. 100
X filling rate is 1/18 or 4/72 per hour
Y filling rate is 1/24 or 3/72 per hour
Combined as a pair it’s 7/72 in a complete 2 hour alternating sequence
72+ 7/72 =10 sequences = 70/72 on 20 hours, The outstanding balance is just 2/72
So at 20.5 hours with X turn filling is 100% complete with 72/72
Answer: It will take 20.5 hours to completely fill this tank.
Analysis of measured filling process, from X = 42/72 share & from Y = 30/72 share
1, 3, 10, 21, 64, 129, 356, 777
a
Assume Q can do the work alone in Q days:
work of a day by both P and Q =>
(1/15) + (1/Q ) = 1/6
solving this Q = 10.
Ans =18
Explanation:
Assume that initial there were 3*X bullets.
So they got X bullets each after division.
All of them shot 4 bullets. So now they have (X – 4)
bullets each.
But it is given that,after they shot 4 bullets each, total
number of bullets remaining is equal to the bullets each
had after division i.e. X
Therefore, the equation is
3 * (X – 4) = X
3 * X – 12 = X
2 * X = 12
X = 6
Therefore the total bullets before division is = 3 * X = 18
sow
= (1 * 5! * 2!) * 3 + ( 2! * 5 ! * 1) * 3 + ( 3! * 5! ) + ( 5! * 3! )