Could you help me solve my problem?
Siddarth nailed it!No, nobody can do that but yourself! Only you know what the problem really is, only you can look into yourself and find the answer, only you can decide if you need a specific helping hand from somebody else (but you know exactly what that is, and it’s not solving “all” your problem!), only you can take the decision to do so, for if you want to solve the problem but don’t take the decison to do so, nobody in the world can do it for you!So, look at the problem, find the solution and get going. If it doesn’t work look at the problem again and start all over, etc., etc., until your problem is solved.Remember that all thousand mile trips start with but one step…so get going and take that step!
Please help solve this problem?
Z(47.74) = (47.74 - 51.74) / 7.48 = -.5348 Z(55.74) = (55.74 - 51.74) / 7.48 = .5348 So, you want to find the probability of your average result being between -.5348 sd from the mean to .5348 from the mean. Use a normal distribution table to figure out the + and - sides, then add the probabilities. P(-.5348
HELP! Solving this problem with ti89?
Ok, so I just got the ti89 and I'm having trouble entering in some problems... the cubed root of 2 over 3 ? I read to just use # ^(1/3) but i'm not getting the right answer by entering: 2/3^(1/3) the answer = cubed root of 18 over 3 cubed root of 4 multiplied by the sqrt of 3 ? i get sqrt3 x 2^2/3 and the answer in the book is 6th root of 432? how can I get this answer (I have a test tomorrow) thanks for help.
Please help solve this problem and show the steps?
[1/3x1/4]+[1/6/8/3] I'm going to add parentheses to clarify what I think you mean. [(1/3)(1/4)] + [(1/6)/(8/3)] The first half of the problem: [(1/3)(1/4)] When you multiply fractions, you multiply the two numerators (the numbers on the top of the fractions) and you multiply the two denominators (the numbers on the bottom of the fractions). So, 1/3 times 1/4 = 1x1 / 3x4 = 1/12 And the second half of the problem: [(1/6)/(8/3)] Now, when you DIVIDE BY a fraction, you can flip the fraction you are DIVINDING BY (in this case, the fraction you are dividing by is 8/3) and multiply it to the first fraction. So, (1/6) divided by (8/3) is the same thing as (1/6) times (3/8) See what I mean? And what is (1/6) x (3/8)? it's going to be: (1 times 3) divided by (6 times 8). whcih equals: 3/48 Alright, so now you need to add (1/12) + (3/48). To do this, we need to find a common denominator. In other words, a common denominator is a number that is a multiple of all the denominators of a set of fractions. We're trying to get all the denominators to be the same number before we add. The lowest common denominator of 12 and 48 is 48, since 12 times 4 = 48. So we can leave the 3/48 alone, but we need to change the 1/12. When we change fractions, all we can do is multiply both the numerator and denominator by the same number. So our new fraction will reduce to the same fraction as before, the same way 6/3 = 2/1. If you multiply 2 by 3 and multiply 1 by 3, you get 6 and 3. So, since 12 times 4 = 48, we can multiply both the numerator and denominator of 1/12 by 4. So, 1/12 = (1 x 4) / (12 x 4) = 4/48 Does 4/48 still equal 1/12? Yes. Now we can finally add the two numbers. 4/48 + 3/48 = 7/48 And 7/48 is your final answer.
How can the central problems of the economy be solved by the help of PPC?
Hi!Production Possibility Curve is nothing but a combination of points, where each point shows the quantity of two different goods that can be produced by an economy, assuming that the resources and technology are being used efficiently.It’s a concave shaped graph (*wrt. to origin) when x and y axis show the quantity of two goods.Solving the central problems of the economy consists of answeing 3 basic questions:What to produce? How to produce?For Whom to produce?PPC provides the answer by determining the point the economy is operating on, so that steps can be taken to reach a desired point.What to produce? PPC helps to determine which goods or which types of goods are to be produced. For eg, if x axis shows necessary goods and y axis luxury goods, so depending on the conditions, a point can be selected to either produce more of one type of goods or the other. In real world, economy can decide whether to produce more of wheat or more of ACs. It also depends on factors such as social conditions, market conditions.How to produce?This is about the technique used for production. The technique should be such that resources are used fully and efficiently and economy operates on PPC and not under it. In India, labor intensive technique might seem more suitable for production of goods since labor is cheaper and abundantly available.For Whom to produce?This tells about the distribution of goods and service and disposition of income generated from sale of goods and services. The income generated should be distributed among the factors of production in such a way that basic needs of every factor is satisfied to the maximum possible extent. In India, since there are wide income inequality gaps, the govt. tries to employ its resources for production of goods required by masses and not high end products.A sample PPC curve looks like the following:Here, point A is a point under the PPC (under-utilization) and point B is a point on the PPC (efficient utilization). The aim of solving central problems through PPC is to get the economy to operate on a point on the PPC.Image source: ppc curve - Haci.saecsa.co-Answered by Yash Mehra on behalf of Econox, The Economics society of CVS.
How does the study of economics help us solve the problem of scarcity?
It really doesn’t. All schools of economics; indeed all existing “isms”, are about the allocation of scarcity. Various mechanisms for fostering growth are included, but always within a paradigm that presumes continued scarcity.The advent of systems of sustainable technological abundance, now possible for the first time in history, will make the whole field of economics obsolete in this century.To my knowledge, the only noted economic thinker to step outside these boundaries was Eric Beinhocker who noted, in The Origin of Wealth, that all material wealth arises as a confluence of raw materials, energy, and organizing intelligence. However, he did not work through the implications of this in light of now-emerging technologies generating effectively unlimited supplies of all three, leading humanity to universal abundance in this century.
How does the Internet help to solve many problems in our daily life?
The internet is basically the only tool you ever need to survive in this world. It’s the ultimate swiss army knife.The internet is the ultimate information provider that gives you the answer to your problems.Anytime you need to go somewhere, book a flight, rent a car, hire an uber, you can use the internet.When you want to find somewhere to eat, lookup location, menu and pricing before even heading there, you can use the internet.If you ever wonder what time it is in any country, you can use the internet. When you need to figure out the current currency conversion for any two currencies, you use the internet.Math problem? Internet.Need entertainment? Internet.Watch a movie? Internet.Download and play a game? Internet.Talk with friends? Internet.Find a date/hookup? Internet.Learn a new language? Internet.Find any How-To to do anything in the world from cooking to painting a room to building a boat? Internet.It’s more easier to ask: What problems could the internet never solve?Just about every problem any person faces in their daily life can be some way solved by the internet.Damien DefrancoOriginal Question: How does the Internet help to solve many problems in our daily life?
Is this sentence correct: 'IT helps solve various problems'?
This sentence is grammatically correct, however it’s a stylish usage reserved for prose, which doesn’t go with the matter-of-fact mood of the sentence. Hence, a slight modification is:IT helps to solve various problemsHowever, the usage of ‘help’ with a ‘to+verb’ form is rare, so a better sentence is:IT helps in solving various problems.