[GET] Ratio Exam Questions And Answers
Practice Test on Ratio and Proportion Math practice test on ratio and proportion encourage the students to practice the questions given in the worksheet. The questions are mainly related to the simplification of ratio to its lowest terms, continued...
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Ratio Practice Questions
Set up all the possible proportions from the numbers 12, 15, 8, Find the first term, if second, third and fourth terms are 21, 80, Find the second term, if first, third and fourth terms are 15, 27, Find the mean term, if the other two terms of a continued proportion are 15 and Answers for practice test on ratio and proportion are given below to check the exact answers of the questions.
MBA Quantitative Aptitude Questions & Answers – Ratio and Proportion Set-I
What is the determination of the following information? What would be the primary terminal markings? H1 and H2 b. What would be the secondary terminal markings? X1 and X2 c. What is the rated frequency? List the maximum permit-able current the can be delivered to the load. The current at the output terminal under a short condition would be how much? When operating at full load in a 40 oC ambient temperature, the winding temperature should be what amount? Which winding of the transformer has the larger conductor size if a KVA transformer with a primary rating of V and a secondary rating of 24 V? The 24 V secondary windings because it would be rated for a higher current than the primary winding.
Percent and Ratio Practice Questions
What are buck-boost transformers used for? A buck-boost transformer can be used when the available supply voltage does not match the voltage required by the load. What are three advantages of the three-phase transformer over three single-phase transformers when transferring three-phase voltage? A single three-phase transformer is cheaper, easier to install, and will operate more efficiently than three single phase units.
Aptitude - Ratio and Proportion
What would safety reasons explain why the secondary circuit of an instrument transformer should be closed whenever there is primary current? If the secondary is not loaded, this transformer acts to step up the primary voltage to a dangerously high level. Why is a megger preferred to an ohmmeter when measuring the insulation breakdown of a distribution transformer? To make this resistance test for insulation breakdown, a very high voltage is necessary beyond the range of a standard ohmmeter. A transformer vault serves what main functions? Transformer vaults serve the following main purposes: Provide a means to isolate a potentially hazardous electrical component from unqualified personnel and contain any fire or combustion that may occur as a result of a transformer malfunction.
Ratios - Grade 5 Maths Questions With Answers
Give a compared analysis of the extent of overcurrent for a transformer overload condition as opposed to a short circuit condition. A typical transformer overload condition may have a current flow that is from one to six times that of normal full load current. Short circuits currents can reach levels that are hundreds of times greater than the full load current. Harmonics are created by what characteristics of non-linear loads? The characteristics of non-linear loads that they demand current only during part of the cycle creates harmonic effects. List some ways that harmonics shortens the service life of a transformer. Harmonics shorten the service life of a transformer by causing additional heat in the transformer windings.
Ratio and Proportion Exam Questions
These practice exercises on the Ratio and Proportion will help you crack the arithamatic part of the Quantitative Aptitude section. The 10 questions provided below will enable you to test your ability to do perform well in the exam. At the end of this practise paper, you will find detailed solutions to the problem sums and the correct option of each MCQ that best fits the solution. Take a look and start practising it now. The income of A, B and C are in the ratio 7: 9: 12 and their expenditure are in the ratio 8 : 9 : Find the ratio of savings of A, B and C.
Ratio Problems with Answers for Grade 9
The cost of diamond varies directly as the square of its weight. Once, this diamond broke into four pieces with weights in the ratio 1: 3: When the pieces were sold, the merchant got Rs. Find the original price of the diamond? In what ratio should the 2 mixtures of milk containing milk and water in ratios 3 : 4 and 10 : 7 should be mixed so that the resulting mixture has equal amount of milk and water?
Ratios Worksheet and Explanation
In a group of four friends, Ram and shyam have equal weight. The ratio of weight of shyam and Pooja is 2: 3 and the ratio of weights of Ram and Neenu is 1: 2. If the average weight is 66 kgs. How many of them have weight equal to or greater than 70 kgs. Two friends work in same company and ratio of their salaries is 3 : 5. First friend gets promoted after a year and his salary is increased by one third of the salary of his friend. Find the ratio of their current salaries. Amit got thrice as many marks in Maths as in English. The proportion of his marks in Maths and History is If his total marks in Maths, English and History are , what are his marks in English? The ratio's of their individual salaries between previous year's and present year's salaries are and respectively.
Ratio - Levelled SATs questions
At present the total of their salary is Rs. The salary of A now is : a Rs. A journey of 96 km performed by bus, train and car in that order, the distance covered by the three ways in that order, the distance covered by the three ways in that order are in the ratio of 3 and charges per kilometer in that order are in the ratio of 8 : 1 : 4. The cost of an article which is composed of raw materials and wages was 3 times the value of the raw materials used. The cost of raw materials increased in the ratio 3: 7 and wages increased in the ratio 4: 9. Find the present cost of the article if its original cost was Rs.
Ratio and Proportion Questions and Answers Aptitude Problems
Ratio analysis is the most widely used technique for analysis of financial statements. False 2. Ratio analysis is a technique of planning and control. False 3. Ideal current ratio is True 4. Current ratio is also known as liquid ratio. False, Working Capital Ratio 5. Current ratio is calculated by dividing current assets by current liabilities. True 6. Liquid ratio is calculated by dividing liquid assets by current liabilities. True 7. Current Ratio is calculated to compare current assets and fixed assets. Higher the price earning ratio, better it is, as it indicates growth of the company. True 9. Current Ratio indicates short-term debt paying ability of a firm. True A decrease in Stock Turnover Ratio indicates that business is becoming more efficient. False Capital gearing is a term used to express the relationship between ordinary share capital and fixed interest bearing securities of a company. To compute the quick ratio, accounts receivable are not included in current assets.
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EPS is equal to net profit minus preference dividend divided by the number of equity shares issued. Current ratio is also known as acid test ratio. False Fill in the blanks: 1. Quick assets are current assets less Inventories and Prepaid expenses. Return on investment measures a relationship between net profit before interest and tax and capital employed.
Numerical Reasoning Ratios Questions ▷ Expert Solving Tips 2021
For example: in a basket with one apple and two oranges the ratio of apples to oranges is 1 to 2, which means that for every apple in the basket we will find two oranges in that basket. For example: in a basket with one apple and two oranges the ratio of apples to oranges is , which means that for every apple in the basket we will find 2 oranges in that basket. Other types of presentations: Since a ratio is the quotient of the first quantity divided by the second quantity. This value tells us how many of the first quantity can fit into the second quantity. Therefore, ratios can appear as fractions, decimals and even percentages, expressing how many of the first quantity can fit into the second quantity. Notice that when writing the ratio of apples to oranges in the form of a fraction, the first item in the ratio in this case - apples will appear as the numerator and the second item in the ratio in this case - oranges will appear as the denominator.
Ratio and Proportion MCQ Question with Answer
Decimals: For example: In a basket with one apple and two oranges the decimal value of the ratio of apples to oranges is 0. Improve your score results in less than a week. Don't Lose Time. Complete the Preparation You Started. The second item to appear in the question must correspond to the second number from the left to appear in the question etc. That way, when writing the numerical representation of the ratio between the items, the numbers will be written according to the order of items you are asked about.
GCSE 9-1 Exam Question Practice (Ratio)
There are seven shirts and eleven trousers in the closet. Question: What is the shirts to trousers ratio? Answer: The ratio of shirts to trousers is Question: What is the trousers to shirts ratio? Answer: The ratio of trousers to shirts is 7. For example, the ratio of boys to girls in a classroom is This ratio expresses the idea that for every 2 boys in the classroom there are 3 girls present in that classroom. This ratio expresses the idea that for every hour, X number of kms are travelled. This ratio explains the comparative relation of females to the total NYC population both males and females. Let's say that there are ,, people living in NYC, then ,, of them are females. Calculating Ratios Learning how to calculate ratios from other numerical data is crucial for the understanding of ratios.
Transformer Questions and Answers
For example: There are seven shirts and four trousers in the cupboard. Calculate the ratio of shirts to clothes. Second, to express the ratio of shirts to clothes, paying attention to the items and numbers orders. As there are seven shirts out of a total of eleven items of clothing the ratio of shirts to clothes is Ratios questions require you to use various math operations such as basic arithmetic, fractions, decimals and percentages and to quickly and accurately convert between them, using a calculator at times. Therefore, for further calculator skill mastering - feel prepared by reading how to use a calculator.
Calculus II - Ratio Test (Practice Problems)
Next, you need to work out how much you need to scale the recipe by. This recipe is for three people, but Olivia needs a recipe for nine. Reducing a Ratio Sometimes ratios are not presented in their simplest form, which makes them harder to manipulate. Reducing a ratio means converting the ratio to its simplest form, and this makes it easier to use. This is done by dividing both numbers in of the ratio by the largest number that they can both be divided by this is just the same as reducing a fraction to its simplest form. So, for example: How to Solve Questions About Ratios Therefore, the reduced ratio is , which tells us that each chicken lays eight eggs. This is far easier to use. For example, if the farmer needed 96 eggs per day, he could use the ratio to work out how many chickens he would need for this to be possible.
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Jayden has 22 pigeons and they eat 88kg or grain per week. Who has the greediest pigeons? Finding Unknown Quantities From Existing Equivalent Ratios One of the ways that ratios are particularly useful is that they enable us to work out new and unknown quantities based on an existing known ratio. There are a couple of ways of solving this type of problem. The first is to use cross-multiplication. For example, there are four rings and seven bracelets in the jewellery box. If this ratio were maintained, how many necklaces would there be if there were 28 bracelets? They have calculated that they will need 35 bottles of wine for their 70 guests. Suddenly they find out that another 20 guests are planning to attend. How much wine do they need in total? Then simplify this so 1 wine:2 guests or 0. Watch out for the wording in this sort of question, which can sometimes ask for the total required, and sometimes the extra required.
Ratio Proportion Variation Practice Questions
For example, a ratio of 2 pink to 6 red should be expressed not The first item in the sentence comes first. Be careful with reading the wording. Calculate the ratio of pigs to animals. For example, if you have a ratio of g to 0. He wants to drive from London to Edinburgh, a distance of miles. How much fuel will he need? One litre of fuel is required to drive four miles. Next you need to scale the ratio. So Otto needs Question 5: Reducing Ratios Hugo and Claudia share g chocolate using the ratio How much chocolate does Claudia get?
Ratio Practice Test Problems Question Answers
To solve this question, you must first add together the two halves of the ratio i. Then you need to divide the total amount using that number i. To work out how much each person gets, you then multiply their share by So Hugo gets g and Claudia gets g. Question 6: Scaling Ratios Caleb wants to paint his house. He checks the instructions on the paint tin and finds that one tin of paint will cover 5m2. The total wall area Caleb needs to paint is 40m2. How many tins of paint will he need to buy? First, you need to identify the ratio of paint tin to wall area. This is m2 Next, you need to work out how much you need to scale the ratio by. To do this you need to divide 40m2 by 5m2 because Caleb has a total wall area of 40m2 but we only know the paint ratio of 5m2, therefore we need to know how much bigger than 5m2 40m2 is.
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This tells us that Caleb will need 8 tins of paint. If you would like to practise more ratio-based questions, WikiJob has a psychometric tests app , available in both iTunes and Google Play. All tests include a timer and worked solutions at the end. Give it a try!
Ratio and Proportion Exam Questions (examples, solutions, videos, worksheets, games, activities)
Rick renovated his home. If the original dimensions were inches by inches, how big is his room now if measured in feet? What was the original price of the jacket? Derek received 6 job offers from the 15 interviews he did last month. Which ratio best describes the relationship between the number of jobs he was not offered and the number of jobs for which he interviewed? Gordon purchased a television when his local electronics store had a sale. What was the sale price that Gordon paid? What fraction of the class wanted to work with the elderly?
Ratio test questions - WJEC - GCSE Maths Revision - BBC Bitesize
Veronica has to create the holiday schedule for the neonatal unit at her hospital. What percentage of the TOTAL staff is certified and available to work in the neonatal unit during the holiday? His current dosage is mg. What will his dosage be after the decrease? A study about anorexia was conducted on patients. How many male patients in the study were NOT overweight as children? Susan is extremely excited about starting her first job as a nurse.
Ratio Test and Comparing Series - AP Calculus BC
The Basic math blog Ratio word problems This lesson will show you how to solve four easy ratio word problems and three challenging ratio word problems that require more thinking. More interesting ratio word problems Example 1: In a small business, 40 of the employees are men and 30 of the employees are women. What is ratio of women to men? What is ratio of length to width? How far can the car take you with 1 gallon of gas? Solution: Although the problem does not say to find the ratio, it is a ratio word problem. What you need to do is to first write the ratio of number of miles the car can travel to the number of gallons of gas the car has. Then, write the ratio in simplest form. So you can go 50 miles on 1 gallon of gas. Hard ratio word problems Example 4: Suppose the width of a soccer field 60 meters and the length is meters. What is the ratio in simplest form of the length to the area of the field?
Ratio and Proportion - Aptitude Questions and Answers
What is the ratio of questions from chapter 5 to the other questions on the test? Solution: There are a total of 30 - 6 or 24 other questions on the geometry test. However, after school resumes in January, 6 new boys and 4 new girls came to the class. Is the ratio of boys to total number of students in the class still the same? Therefore, the ratio is still the same.
Ratio Analysis MCQs | Multiple Choice Questions and Answers | Accounting Ratio MCQs
It is targeted at children in years 5 and 6 and the questions answerz the worksheet have been stripped from past papers. Having an understanding of ratios ratio exam questions and answers part of the primary school curriculum and children will deal with ratios in both KS1 and KS2. The Information below will give an overview of the topic and we have included a detailed worksheet with full answers.
Ratio test questions - WJEC
Download Free Ratios Worksheet — Answers If you queshions not ready to download the worksheets yet, then read on for some information about ratios. Rstio has provided to introduce the topics covered in the worksheet for those that might be unfamiliar but also as a quick revision tool for those that would like a quick refresher before ajswers the worksheet. Ratios Explanation Ratio Explained Ratio is an expression of values in reference to one another. This tells us how much of one thing we have compared to another thing. An example of this would be if I ratio exam questions and answers 4 blue counters and 6 pink counters the ratio of pink counters to blue counters is This can be simplified to Ratio is often expressed in the form a:b. It is important that this is not rearranged as b:a, in this case, would change the ratio of one thing to another. When writing a ratio it is important that we describe what a is and what b is otherwise things can become confusing.
Exam-Style Questions on Ratio
Proportion Explained Proportion tells us how a value relates to a whole. For example, if I have 36 cards out of a deck of answeers cards, then my proportion is a half. We also use the language of ratio often without thinking about: twice of that, half of this, the total of those, scale that up etc. Ratio in KS2 Similarly, with many other subjects in maths, ratio builds on many of the other fundamentals learnt across the course. In this case, we can convert between ratios and decimals, fractions and percentages through turning a ratio into a proportion of a whole and therefore rtaio percentage. It is therefore important that children understand their fundamentals and conversion anv decimals, percentages and fractions. Ratio is a topic only covered at the end of KS2 in the current curriculum. Questjons feel free to download the ratios worksheet and answers.
AP Calculus BC : Ratio Test and Comparing Series
AllIndiaExams provides you lots of fully solved Aptitude Ratio and Proportion questions and answers with explanation. Fully solved examples with detailed answer description. Here you can find both objective type and Multiple Dxam Aptitude Ratio qjestions Proportion questions and answers for interview and entrance examination. True or false type questions are also provided here. Practice these bits well to get success in interviews or entrance tests How to solve these Aptitude Ratio and Proportion problems? You no need to worry, we have given lots of solved Aptitude Ratio and Proportion questions with detailed explanation and also we have provided lots of short cut methods to quickly solve the questions within short time. So you can easily solve all kind of questions. Home Ansders Ratio and Proportion Ratio and Proportion - Aptitude Questions and Answers This is aptitude questions and answers section on Ratio and Proportion with explanation for various interview, competitive examinations and entrance edam.
GRE Math : Proportion / Ratio / Rate
This Ratio and Proportion MCQ contains essential questions matching the exact pattern and syllabus of forthcoming exams. By making a planner according to your convenience, it helps the intenders to crack the Ratio and Proportion Aptitude Online Test with the highest score.
Ratio word problems
Previous articles in the series: Comprehension Vocabulary Identifying patterns Maths seems to be a subject about which many children can get anxious about. In maths, ratio is used to compare two or more numbers or quantities. When you share out an amount using a given ratio, then each share is a proportion of the total amount. A ratio is expressed as two or more numbers with a colon in between. Ratio is all about sharing. Using the ratio means that there are five items in total, of which two are one type and three are another. So this could be five people, of which two are male and three are female, or a necklace with five beads, two of which are red and three of which are blue. If we look at the ratio total as our whole amount, this works in the same way as the denominator or bottom number representing the whole amount in a fraction.
How to Solve Questions About Ratios
This is just another way of looking at the same type of question. A great way of getting to grips with tricky ratios and fractions is to draw a circle, and, using our ratio, divide it into five equal parts and ask your child to shade two parts with one colour and the remaining three parts with another colour. A visual representation can be a big help! Remember that your child should keep their answers in the same sequence as the question, to make sure they it's clear what each part represents.
Ratio and Proportion Questions & Answers - BankExamsToday
They agree to divide the money in the ratio How much money does Alan receive? Add up the ratio numbers 2 and 3 to make 5. Helping at home: Try cooking or baking together: recipes are a fun way to get your child thinking about quantities and ratio. Why not help with times tables by creating a poster together to try and memorise them or making flashcards to test quick recall? Michellejoy Hughes.
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