Find the 100th digit after the decimal point of (root5 +2) ^500
OPTIONS
1) 5 2) 1 3) 9 4) 0
Understanding the nature of color, however, has proved ……………. task, despite the numerous fields that ……………… the project. Even knowing how to start can be difficult. Is color to be understood as an ……………….. part of reality, a property of objects with a …………….. similar to shape and size? Or is color more like pain, to be found only in …………….. and so somehow subjective? OPTIONS
1) a daunting, form part of, objective, dimension, experience 2) an impossible, form part of, integral, dimension, suffering 3) a daunting, contribute to, objective, status, experience 4) an impossible, contribute to, integral, status, suffering
Prince Siddhartha enjoyed all types of luxuries and sensual pleasures during his youth. ………..….. with this type of life, he had a crisis when he realized that everything was …………….. and that his existence was subject to old age, sickness, and death. After seeing the ……………. joy of a monk and out of compassion for all living beings, he ………….. his promising future as prince in order to start a long quest for a higher purpose, which entails the ……………….. of old age, sickness and death. OPTIONS
Sun Life Insurance Company issues standard, preferred, and ultra-preferred policies. Among the company €™s policy holders of a certain age, 50% are standard with a probability of 0.01 of dying in the next year, 30% are preferred with a probability of 0.008 of dying in the next year, and 20% are ultra-preferred with a probability of 0.007 of dying in the next year. If a policy holder of that age dies in the next year, what is the probability of the deceased being a preferred policy holder?A. 0.1591 B. 0.2727C. 0.375 D. None of theseSoln also plz
On being asked how many ripe mangoes his tree had, a farmer excitedly told his wife, “Had there been 10 more, I would have been able to pack them in two boxes, each containing a perfect square number of mangoes. Oh, and one of them would also have a perfect cube number of mangoes and the other a perfect fourth power!” He then added wistfully, “But now I will just pack them in five boxes, each containing an equal number of mangoes, and the number of mangoes in each box is a perfect cube.” The wife only knew that the number of ripe mangoes was a three-digit number.
What is the sum of digits of the number of ripe mangoes on the tree? OPTIONS
[x] denotes the greatest integer value just below x and {x} its fractional value. The sum of [x]^3 and {x}^2 is -7.91. Find x.a) -2.03 b) -1.97 c) -2.97 d) -1.7 I can't understand the Question also. Please explain the Qestion and answer.
greatest integer function - [4.2]=4, [5.0]=5, [-2.3]=-2 hope u get the picture{x}, should be clear[-2.03]^3+{-2.03}^2=>-2^3+.03^2=>-8+.0009=>-7.9991only this one comes closest, if i'm not making any mistake@padmanabhan1989 above is wrong, [-2.3]=-3are u sure about the value -7.91?
An intelligence agency wants to develop a new code containing 1050 distinct critical words for its sleuths. It intends to use just three symbols - α, β and γ – for each letter in the code. If all the words are designed to have exactly p number of characters, what is the minimum required value of p? OPTIONS
its not...the definition of greatest integer function says its the next lowest integer...-5 is lower than -4yy whereas -4 is greater than -4.yyhope it helps
On being asked how many ripe mangoes his tree had, a farmer excitedly told his wife, “Had there been 10 more, I would have been able to pack them in two boxes, each containing a perfect square number of mangoes. Oh, and one of them would also have a perfect cube number of mangoes and the other a perfect fourth power!” He then added wistfully, “But now I will just pack them in five boxes, each containing an equal number of mangoes, and the number of mangoes in each box is a perfect cube.” The wife only knew that the number of ripe mangoes was a three-digit number.What is the sum of digits of the number of ripe mangoes on the tree?OPTIONS1) 13 2) 5 3) 9 4) Cannot be determined
Find the 100th digit after the decimal point of (root5 +2) ^500OPTIONS1) 5 2) 1 3) 9 4) 0 Understanding the nature of color, however, has proved ……………. task, despite the numerous fields that ……………… the project. Even knowing how to start can be difficult. Is color to be understood as an ……………….. part of reality, a property of objects with a …………….. similar to shape and size? Or is color more like pain, to be found only in …………….. and so somehow subjective?OPTIONS1) a daunting, form part of, objective, dimension, experience2) an impossible, form part of, integral, dimension, suffering3) a daunting, contribute to, objective, status, experience4) an impossible, contribute to, integral, status, sufferingPrince Siddhartha enjoyed all types of luxuries and sensual pleasures during his youth. ………..….. with this type of life, he had a crisis when he realized that everything was …………….. and that his existence was subject to old age, sickness, and death. After seeing the ……………. joy of a monk and out of compassion for all living beings, he ………….. his promising future as prince in order to start a long quest for a higher purpose, which entails the ……………….. of old age, sickness and death.OPTIONS1) Dissatisfied, meaningless, extreme, embraced, culmination 2) Unsatisfied, ephemeral, extreme, embraced, end 3) Dissatisfied, empty, tranquil, renounced, cessation 4) Unsatisfied, ephemeral, serene, renounced, cessation
i think we shouldnt start posting verbal n di problems here...it will lead to a lot of confusion....wont it be better and more comprehensive if we just stick to quant problems in official quant thread buddy??
On being asked how many ripe mangoes his tree had, a farmer excitedly told his wife, “Had there been 10 more, I would have been able to pack them in two boxes, each containing a perfect square number of mangoes. Oh, and one of them would also have a perfect cube number of mangoes and the other a perfect fourth power!” He then added wistfully, “But now I will just pack them in five boxes, each containing an equal number of mangoes, and the number of mangoes in each box is a perfect cube.” The wife only knew that the number of ripe mangoes was a three-digit number.What is the sum of digits of the number of ripe mangoes on the tree?OPTIONS1) 13 2) 5 3) 9 4) Cannot be determined
An intelligence agency wants to develop a new code containing 1050 distinct critical words for its sleuths. It intends to use just three symbols - α, β and γ – for each letter in the code. If all the words are designed to have exactly p number of characters, what is the minimum required value of p?OPTIONS1) 6 2) 7 3) 8 4) This code is not possible
On being asked how many ripe mangoes his tree had, a farmer excitedly told his wife, “Had there been 10 more, I would have been able to pack them in two boxes, each containing a perfect square number of mangoes. Oh, and one of them would also have a perfect cube number of mangoes and the other a perfect fourth power!” He then added wistfully, “But now I will just pack them in five boxes, each containing an equal number of mangoes, and the number of mangoes in each box is a perfect cube.” The wife only knew that the number of ripe mangoes was a three-digit number.What is the sum of digits of the number of ripe mangoes on the tree?OPTIONS1) 13 2) 5 3) 9 4) Cannot be determined
since the number of ripe mangoes is a 3 digit number
the maximum number = 200
the nearest cube = 125 in each box
so total 625 the first statement doesn't hold true here.
so check for 64
total mangoes = 64*5 = 320 other condition not satisifed
take 27
total mangoes == 27*5 = 135
now had there been 10 more total = 145
which can be divided as 64+81
so 135 is the number of mangoes
sum of digit = 9??
@surajmenonv : Yeah.. i think this problem should be solved by using log. may be @sujamait sir can guide us..
ALL : Please post the solution while posting your answer. There will be different ways of solving a particular problem. And different people will have different approach. so it would to learn how others think of solution and it will be a good experience 😃 😃
An intelligence agency wants to develop a new code containing 1050 distinct critical words for its sleuths. It intends to use just three symbols - α, β and γ – for each letter in the code. If all the words are designed to have exactly p number of characters, what is the minimum required value of p? Bhai (3)^n>1050 min value of n=7 so option 2
@sujamaitAn intelligence agency wants to develop a new code containing 1050 distinct critical words for its sleuths. It intends to use just three symbols - α, c and γ – for each letter in the code. If all the words are designed to have exactly p number of characters, what is the minimum required value of p?Bhai (3)^n>1050min value of n=7so option 2
An intelligence agency wants to develop a new code containing 1050 distinct critical words for its sleuths. It intends to use just three symbols - α, β and γ – for each letter in the code. If all the words are designed to have exactly p number of characters, what is the minimum required value of p?OPTIONS1) 6 2) 7 3) 8 4) This code is not possible
