Cancel Amazon Prime During Free Trail

Cancel Amazon Prime During Free Trail - Is safe for us.

Amazon Prime is continuously growing, both in popularity and in features. To begin with, Amazon Prime was simply a way to get unlimited next day delivery at no extra cost, but it not encompasses a video streaming service, music streaming service, access to the Kindle Lending Library and Kindle First, unlimited cloud-based photo storage and more.
Amazon Prime is a membership-based service that provides free 2-day shipping with qualifying orders. Your credit card is automatically charged approximately $99 for a year membership after you complete the free trial. If you decide you do not want to continue your Prime membership after the free trial, you can use these 3 methods to cancel.

Cancelling Amazon Prime During a Free Trial

Remember your Amazon username and password. This is an email address and the password associated with the account. Most people use the same Amazon login for shopping, Kindle and Amazon Prime.

Go to Amazon.com. Click on the “Hello. Sign in.” link in the top right of the website. Log in using your username and password.

Scroll down the page. Find the “Settings” section of your account.

Select “Manage Amazon Prime” from the long list of Settings options.

Check the “Payment History” section on the left. If you are still within your 30-day free trial, you can cancel without your credit card being charged. If your 30-day period has lapsed, you should move on to the next method.

• The date your credit card will be charged is also listed in a paragraph below the “Member Since” date.
• Amazon Prime memberships are charged once per year. If you use the service for shipping after your credit card has been charged $99, you may cancel, but your membership will last the remainder of the year.

                                                            

Click “Do Not Continue” on the left hand side. It is directly below the date on which your credit card will be charged.

Tata Digital Health Recent Aptitude Answers July 2016

Answer 1:

g = grandson's age
s = son's age
m = my age
:
"My grandson is about as many days as my son is weeks,"
s = 7g
:
my grandson is as many months as I am in years.
m = 12g
:
g + s + m = 120
Substitute for m and s
g + 7g + 12g = 120
20g = 120
g = 120%2F20
g = 6 yrs is grandson's age

then
s = 7(6) = 42 yrs is son's age
and
m = 12(6) = 72 yrs is my age
;
:
See if we can prove this:
"My grandson is about as many days as my son is weeks," a
g: 6*365 = 2190 days
s: 42*52 = 2184 days, that's why they said "about"
:
"my grandson is as many months as I am in years."
g: 12*6 = 72 months

Answer 2:

The way I did it was to simply add up the uninjured people from each injury and subtract it from the total. A lot easier in my mind.

So: 25 + 30 + 15 + 20 = 90


Total soldiers - ones lacking at least one injury = 100 - 90 = 10.

Answer 3:

Raj, Rajesh, Rahul, Ravi, Rohit, Rakesh

Answer 4:

1 sheep - 1 dog = 1 goat + 1 dog
1 sheep - 1 goat = 2 dogs
A sheep is 10 dinars, but what does a goat cost?
The money they received for their camels is a square. And the digit in the tens-place of this square is odd (total money / 10 dinars), because they could not divide the sheep equally.
Now the interesting thing is that all squares with an odd tens-place end with a 6. (16^2 = 256, 24^2 = 576). So a goat must cost 6 dinars.
10 - 6 = 2 dogs

So a dog costs 2 dinars.

Answer 5:

65292 

As per given conditions, there are three possible 

combinations for 2nd, 3rd and 4th digits. They are (3, 0, 

7) or (4, 1, 8) or (5, 2, 9) 

It is given that there are 3 pairs whose sum is 11. All 

possible pairs are (2, 9), (3, 8), (4, 7), (5, 6). Now 

required number is 5 digit number and it contains 3 pairs 

of 11. So it must not be having 0 and 1 in it. Hence, the 

only possible combination for 2nd, 3rd and 4th digits is 

(5, 2, 9) 

Also, 1st digit is thrice the last digit. The possible 

combinations are (3, 1), (6, 2) and (9, 3), out of which 

only (6, 2) with (5, 2, 9) gives 3 pairs of 11. Hence, the 

answer is 65292.

Answer 6:

Let the total distance travelled downhill, on the level, and uphill, on the outbound journey, be x, y, and z, respectively.

The time taken to travel a distance s at speed v is s/v.

Hence, for the outbound journey

x/72 + y/63 + z/56 = 4

While for the return journey, which we assume to be along the same roads

x/56 + y/63 + z/72 = 14/3

It may at first seem that we have too little information to solve the puzzle.  After all, two equations in three unknowns do not have a unique solution.  However, we are not asked for the values of x, y, and z, individually; but for the value of x + y + z.

Multiplying both equations by the least common multiple of denominators 56, 63, and 72, we obtain

7x + 8y + 9z = 4 · 7 · 8 · 9

9x + 8y + 7z = (14/3) · 7 · 8 · 9

Now it is clear that we should add the equations, yielding

16(x + y + z) = (26/3) · 7 · 8 · 9

Therefore x + y + z = 273; the distance between the two towns is 273 miles.

Answer 7:

Sunday

Answer 8:

Thursday

Answer 9:

let a = original amt to be divided among his children:

:

1sh. 1000 + .1(a-1000) = (1000 + .1a - 100)

(.1a + 900) = 1st child amt

: 

Subtract that from original amt:

a - (900+.1a) = (.9a - 900)

:

2sh. 2000 + .1[(.9a-900)-2000] = 2000 + .1(.9a-2900) = (2000 + .09a - 290)

(.09a + 1710) = 2nd child amt

;

It says the shares are equal, therefore we can find a:

1st child sh = 2nd child sh

.1a + 900 = .09a + 1710

.1a - .09a = 1710 - 900

.01a = 810

a = 810%2F.01

a = $81,000; original amt to be divided

:

Find the share given to the 1st child using the equation

1sh = .1a + 900

1sh = .1(81000) + 900

1sh = 8100 + 900

1sh = $9000 amt to 1st child

:

Check to see if the 2nd child equation yields the same amt

2sh = .09a + 1710

2sh = .09(81000) + 1710

2sh = 7290 + 1710 

2sh = $9000 amt to 2nd child, so we are on the right track

:

It asks how many children are there 81000/9000 = = 9 children each getting 9000

Answer 10:

Let A = number of minutes the accurate clock moves. 

Let S = number of minutes the slower clock moves.

We know that: S =5/6A

When the slower clock shows 3 PM, it has moved 180 minutes: S = 180

Hence:180 = 5/6A   =>   A = 216

The accurate clock has moved 216 minutes.

The time will be 3:36 PM.

Tata Digital Health Recent Aptitude Questions July 2016

In Tata Digital Health recruitment process is based on following rounds.
1) Aptitude (Result will announced in ON SCREEN itself)
2) Programming Round (Have to do Two Programs and you must have to complete atleast one to clear this round, it also satisfy all test case. You can do in any language prefer hackerrank complier).
3) Techical Round in Bangalore.
4) HR Round in Bangalore.

                                                         ***ALL THE BEST***


Aptitude Questions

1) My grandson is about as many days as my son is weeks, and my grandson is as many months as I am in years. My grandson, my son and I together are 120 years. Can you tell me my age in years?

2) A group of 100 soldiers suffered the following injuries in a battle: 70 soldiers lost an eye, 75 lost an ear, 85 lost a leg, and 80 lost an arm.

What is the minimum number of soldiers who must have lost all 4?

3) Six friends- raj,rahul,rajesh,ravi,rohit and rakesh are sitting in a roe, ravi and rajesh are not sitting at the extreme ends of the row. rohit sits two places to the right of rahul, but he is not at the extreme right. raj sits to the left of rahul. there are tow persons between rohit and

rajesh. whos is the person at the extreme right?

4) Achmed and Ali were camel-drivers and on one day they decided to quit their job. They wanted to become shepherds. So they went to the market and sold all their camels. The amount of money (dinars) they received for each camel was the same as the total number of camels they owned. With that money they bought as many sheep as possible at 10 dinars a sheep. With the money that was left they bought a goat.

On their way home they got in a fight and decided to split up. When they divided the sheep there was one sheep left. So Ali said to Achmed, "I take the last sheep and you can get the goat". "That's not fair," said Achmed, "a goat costs less than a sheep". "OK," Ali said, "then I will give you one of my dogs and then we are even". And Achmed agreed. 

What's the cost of a dog?

5) There is a safe with a 5 digit number as the key. The 4th 

digit is 4 greater than the second digit, while the 3rd 

digit is 3 less than the 2nd digit. The 1st digit is thrice 

the last digit. There are 3 pairs whose sum is 11. 

6) A car travels downhill at 72 mph (miles per hour), on the level at 63 mph, and uphill at only 56 mph  The car takes 4 hours to travel from town A to town B.  The return trip takes 4 hours and 40 minutes.  Find the distance between the two towns.

7) An facetious individual who was taking a long walk in the country came upon a yokel sitting on a stile. as the gentleman was not quite sure for his road, he thought he would make inquires of the local inhabitant;but at the frist glance he jumped too hastily to the conclusion that he had droped on the village idiot.

He therefore decided to test the fellow's intelligence by first putting to him the simplest question he could think of which was, "what day of the week is this, my good man?" The following is the smart answer that he recived:-

"When the day after tomorrow is yesterday, today will be as far from sunday as today was from sunday when the day before yesterday was tomorrow."

can the reader say what day of the week it was? 

8) Alice came across a lion and a unicorn in a forest of forgetfulness. Those two are strange beings. The lion lies every Monday, Tuesday and Wednesday and the other days he speaks the truth. The unicorn lies on Thursdays, Fridays and Saturdays, however the other days of the week he speaks the truth.

Lion: Yesterday I was lying.

Unicorn: So was I.

On which day did they say that?

9) A father in his will left all his money to his children in the following manner

$1000 to the first born and 1/10 of what then remains, then $2000 to the second born and 1/10 of what then remains then $3000 to the third born and 1/10 of what then remains, and so on. When this was done each child had the same amount

How many children were there?

10) A clock loses 10 minutes each hour.

If the clock is set correctly at noon,

what time is it when it reads 3 PM?

I want to be able to make some meaning out of this question.How do I approach it?

NOTE: These are not multiple choice questions. No Negative Marks.

Tata Digital Health Recent Aptitude Answers July 2016

Tata Digital Health Recent Aptitude Questions July 2016

In Tata Digital Health recruitment process is based on following rounds.
1) Aptitude (Result will announced in ON SCREEN itself)
2) Programming Round (Have to do Two Programs and you must have to complete atleast one to clear this round, it also satisfy all test case. You can do in any language prefer hackerrank complier).
3) Techical Round in Bangalore.
4) HR Round in Bangalore.

                                                         ***ALL THE BEST***


Aptitude Questions

1) My grandson is about as many days as my son is weeks, and my grandson is as many months as I am in years. My grandson, my son and I together are 120 years. Can you tell me my age in years?

2) A group of 100 soldiers suffered the following injuries in a battle: 70 soldiers lost an eye, 75 lost an ear, 85 lost a leg, and 80 lost an arm.

What is the minimum number of soldiers who must have lost all 4?

3) Six friends- raj,rahul,rajesh,ravi,rohit and rakesh are sitting in a roe, ravi and rajesh are not sitting at the extreme ends of the row. rohit sits two places to the right of rahul, but he is not at the extreme right. raj sits to the left of rahul. there are tow persons between rohit and

rajesh. whos is the person at the extreme right?

4) Achmed and Ali were camel-drivers and on one day they decided to quit their job. They wanted to become shepherds. So they went to the market and sold all their camels. The amount of money (dinars) they received for each camel was the same as the total number of camels they owned. With that money they bought as many sheep as possible at 10 dinars a sheep. With the money that was left they bought a goat.

On their way home they got in a fight and decided to split up. When they divided the sheep there was one sheep left. So Ali said to Achmed, "I take the last sheep and you can get the goat". "That's not fair," said Achmed, "a goat costs less than a sheep". "OK," Ali said, "then I will give you one of my dogs and then we are even". And Achmed agreed. 

What's the cost of a dog?

5) There is a safe with a 5 digit number as the key. The 4th 

digit is 4 greater than the second digit, while the 3rd 

digit is 3 less than the 2nd digit. The 1st digit is thrice 

the last digit. There are 3 pairs whose sum is 11. 

6) A car travels downhill at 72 mph (miles per hour), on the level at 63 mph, and uphill at only 56 mph  The car takes 4 hours to travel from town A to town B.  The return trip takes 4 hours and 40 minutes.  Find the distance between the two towns.

7) An facetious individual who was taking a long walk in the country came upon a yokel sitting on a stile. as the gentleman was not quite sure for his road, he thought he would make inquires of the local inhabitant;but at the frist glance he jumped too hastily to the conclusion that he had droped on the village idiot.

He therefore decided to test the fellow's intelligence by first putting to him the simplest question he could think of which was, "what day of the week is this, my good man?" The following is the smart answer that he recived:-

"When the day after tomorrow is yesterday, today will be as far from sunday as today was from sunday when the day before yesterday was tomorrow."

can the reader say what day of the week it was? 

8) Alice came across a lion and a unicorn in a forest of forgetfulness. Those two are strange beings. The lion lies every Monday, Tuesday and Wednesday and the other days he speaks the truth. The unicorn lies on Thursdays, Fridays and Saturdays, however the other days of the week he speaks the truth.

Lion: Yesterday I was lying.

Unicorn: So was I.

On which day did they say that?

9) A father in his will left all his money to his children in the following manner

$1000 to the first born and 1/10 of what then remains, then $2000 to the second born and 1/10 of what then remains then $3000 to the third born and 1/10 of what then remains, and so on. When this was done each child had the same amount

How many children were there?

10) A clock loses 10 minutes each hour.

If the clock is set correctly at noon,

what time is it when it reads 3 PM?

I want to be able to make some meaning out of this question.How do I approach it?

NOTE: These are not multiple choice questions. No Negative Marks.

Tata Digital Health Recent Aptitude Answers July 2016