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UAT Boot Camp 2019

UAT Boot Camp 2019

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UAT Boot Camp 2019 – Summer Intensive Preparation for AAU Aspirants መረጃ፣ ፈተና ፣ ድጋፍ.... ሁሉም ነገር ነጻ ነው ! ሌሎች ሼር አድርጉላቸው : @UATBootcamp

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3️⃣ Identify the error in the following sentence: "She enjoys reading books, swimming in the lake, and to hike in the mountains."
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Choose the correct word:
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1️⃣ Which of the following sentences demonstrates correct subject-verb agreement?
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Let's start.

The "Find Your Starting Point" diagnostic test is designed to identify your current skill levels and pinpoint exactly where you need improvement.
Take your quick diagnostic practice quiz below to benchmark : ▶️ your skills ▶️discover your category (Beginner, Developing, or Strong), and ▶️ isolate your weakest area. @UATbootcamp

30 MINUTES LEFT For today practical test. Are you ready? 🔥 @UATbootcamp

You have a test on English part today 1:00pm at night. Are you ready? 🙌 @UATbootcamp

MULTI-STEP DATA INTERPRETATION ​💡 THE 5-STEP METHOD
Read (Understand the context) ➔ Identify (Find what the question asks) ➔ Extract (Pull correct numbers from tables/graphs) ➔ Calculate (Apply formulas) ➔ Interpret (Form the final answer
​📊 DATA SET FOR EXAMPLES & QUESTIONS ​TABLE: STORE SALES BY REGION QUARTERLY GROWTH (%) Region         Quarterly.          Performance                     Growth (%           Status West.           40% Increase.     🚀 Top                                                     Performer North.         30% Increase.      📈 Strong                                                  Growth South.        20% Increase.     🟢 Steady                                                   Growth East.         10% Increase.   ⚠️ Slow Growth 📈 BAR CHART DATA: QUARTERLY GROWTH (%) [ 🟩🟩🟩 ] North (30% increase) [ 🟩🟩 ] South (20% increase) [ 🟩 ] East (10% increase) [ 🟩🟩🟩🟩 ] West (40% increase) ​COMBINED CONCEPT EXAMPLES ​• Mean + Table: Calculate average sales per region. Total Sales = 12,000 + 8,000 + 15,000 + 5,000 = $40,000 Mean = 40,000 / 4 = $10,000 ​• Percentage Change + Table: Calculate North's new sales after the 30% growth. Increase = 12,000 x 0.30 = $3,600 New Sales = 12,000 + 3,600 = $15,600 ​• Ratio + Table: Ratio of East sales to West sales. 15,000 : 5,000 ➔ 3 : 1 @UATbootcamp

DATA INTERPRETATION — PIE CHARTS ​🍕 SAMPLE PIE CHART: MONTHLY BUDGET ($1,200 TOTAL) ​• Rent: 50% (180°) • Food: 25% (90°) •
DATA INTERPRETATION — PIE CHARTS
​🍕 SAMPLE PIE CHART: MONTHLY BUDGET ($1,200 TOTAL) ​• Rent: 50% (180°) • Food: 25% (90°) • Savings: 15% (54°) • Utilities: 10% (36°)
​CONCEPT EXAMPLES (USING THE CHART ABOVE) ​• Whole Circle: The entire chart equals 100% or 360°. • Sector to Percentage: Rent takes up half the chart, which equals 50%. • Percentage to Actual Number: Find the dollar amount for Food (25% of $1,200): (25 / 100) x 1,200 = $300. • Sector Angle: Calculate the angle for Savings (15%): (15 / 100) x 360° = 54°. • Comparing Sectors: Rent (50%) is double the size of Food (25%). • Finding a Missing Sector: If Utilities was unknown: 100% - (50% + 25% + 15%) = 10% @UATbootcamp

30°C ┤ wed-28°c. 25°C ┤. • • 20°C ┤ • 15°C ┤ Mon Tue Wed Thu Text view for easy reading: Mon: 25°C ➔ Tue: 20°C ➔ Wed: 28°C ➔
30°C ┤                        wed-28°c.            25°C ┤.   •                                   •                20°C ┤               •                          15°C ┤              Mon      Tue      Wed      Thu
Text view for easy reading: Mon: 25°C ➔ Tue: 20°C ➔ Wed: 28°C ➔ Thu: 25°C
​CONCEPT EXAMPLES (USING THE GRAPH ABOVE) ​• Reading Values: Follow the point for Wed to see it reaches 28°C. • Comparing Values: Monday (25°C) was warmer than Tuesday (20°C). • Difference Between Values: Temperature change between Tuesday and Wednesday = 28°C - 20°C = 8°C. • Greatest / Smallest: Wednesday has the highest peak (28°C); Tuesday has the lowest point (20°C). • Total / Average: Average temp = (25 + 20 + 28 + 25) / 4 = 98 / 4 = 24.5°C. • Percentage Change: From Tuesday (20°C) to Wednesday (28°C): Change = 28 - 20 = 8°C (8 / 20) x 100 = 40% increase • Ratio Between Days: Compare Monday to Tuesday: 25 : 20 ➔ 5 : 4. @UATbootcamp

DATA INTERPRETATION LINE GRAPHS ​📈 LINE GRAPH: DAILY TEMPERATURE TREND (°C) ​[ 🟩🟩🟩🟩 ] Apples (40 kg) [ 🟩🟩🟩🟩🟩🟩 ] Ba
DATA INTERPRETATION LINE GRAPHS ​📈 LINE GRAPH: DAILY TEMPERATURE TREND (°C)
​[ 🟩🟩🟩🟩 ] Apples (40 kg) [ 🟩🟩🟩🟩🟩🟩 ] Bananas (60 kg) [ 🟩🟩 ½ ] Oranges (25 kg) [ 🟩 ½ ] Grapes (15 kg) ​(Each 🟩 block = 10 kg)
​CONCEPT EXAMPLES (USING THE DATA ABOVE) ​• Reading Values: The height of the "Bananas" bar aligns with 60 kg. • Comparing Values: Bananas (60 kg) sold more than Apples (40 kg). • Difference Between Values: Difference between Bananas and Oranges = 60 - 25 = 35kg • Greatest / Smallest: Bananas has the greatest bar height (60 kg); Grapes has the smallest (15 kg). • Total Values: Total sales = 40 + 60 + 25 + 15 = 140kg. • Percentage Change: If Apples increase from 40 kg to 50 kg. Change = 50 - 40 = 10 10/40 ×  100 = 25% increase • Ratio Between Categories: Ratio of Apples to Grapes = 40 : 15 divide each numbers by 5  ={8 : 3}. @UATbootcamp

ANSWERS & SOLUTIONS ​1️⃣ Sports Club (Total = 40 students) 2️⃣ 17 boys (25 - 8 = 17) 3️⃣ 2 : 3 (Boys = 12, Girls = 18. 12:18 simplifies to 2:3) 4️⃣ 22% ((22 girls in Music / 100 total students) x 100 = 22%) 5️⃣ True (Drama Total = 30, Music Total = 30) @UATbootcamp

PRACTICE QUESTIONS Club       Boys.    Girls.   Total Drama     12        18        30 Sports      25       15.       40 Music.       8         22        30 Total         45.      55       100 ​1️⃣ Which club has the highest number of total enrolled students? 2️⃣ What is the difference between the number of boys in Sports and the number of boys in Music? 3️⃣ What is the simplified ratio of boys to girls in the Drama club? 4️⃣ What percentage of the total student body are girls in the Music club? 5️⃣ True or False: The total number of students in Drama is equal to the total number of students in Music. Drop your answer in comment section 👇 @UATbootcamp

DATA INTERPRETATION — READING TABLES ​1. UNDERSTANDING TABLE COMPONENTS • Rows: Horizontal lines of data running left to right. • Columns: Vertical lines of data running top to bottom. • Categories: Labels that show what type of data is collected. • Frequency: The total count of how often something occurs. • Total: The sum of all numbers in a row or column. ​2. CALCULATIONS FROM TABLES • Highest/Lowest: Locate the largest or smallest number in a specific column or row. • Difference: Subtract the smaller quantity from the larger quantity (Difference = High - Low). • Ratio: Compare two table categories as a simplified ratio (Category A : Category B). • Percentage: Divide a category value by the total, then multiply by 100% ((Part / Total) x 100). • Comparing Categories: Subtract or divide values between rows or columns to draw conclusions. ​For example: ​📊 SAMPLE TABLE: WEEKLY STORE SALES Item            Store A      Store B     Total Laptops.       15            25              40 Phones.        50            30             80 Tablets          10.            20             30 Total              75           75             150 CONCEPT EXAMPLES (USING THE TABLE ABOVE) ​• Rows & Columns: Moving across the "Laptops" row shows Store A sold 15, Store B sold 25, and the combined Total is 40. Looking down the "Store A" column shows all items sold at Store A (15, 50, 10). • Categories & Frequency: The categories are product types (Laptops, Phones, Tablets) and stores. The frequency of Phones sold at Store A is 50. • Total: Adding all items in Store A gives a total of 75 items (15 + 50 + 10 = 75). • Highest / Lowest: Phones have the highest overall sales (80), while Tablets have the lowest (30). • Difference: Difference between Store B's phone sales and tablet sales: 30 - 20 = 10. • Ratio: Ratio of Laptops to Phones sold at Store B: 25 : 30 then divided each number by 5 =5 : 6. • Percentage: Percentage of all items sold that were Phones: (80 / 150) × 100 = 53.3%. • Comparing Categories: Store A sold 20 more phones than Store B (50 - 30 = 20). @UATbootcamp

PRE-LEARNING TEST You have 8–10 minutes ⚠️ Do not use a calculator. Try before studying the lesson. 1️⃣ Mean — Missing Value + Transformation The mean of the five numbers 12, 18, x, 24, 31 is 22. If x is replaced by x + 8, and then every number in the new data set is multiplied by 2, what is the new mean? A. 44 B. 48 C. 52 D. 60 E. 64 2️⃣ Median — Position + Missing Value The following 7 observations are arranged in increasing order: 4, 7, 9, x, 15, 18, 21 The mean of the seven observations is 13. What is the median of the data after x is removed? A. 9 B. 10 C. 12 D. 15 E. 18 3️⃣ Frequency Table — Mean, Mode & Missing Frequency The table below represents the scores of students in a test: Score  10  20  30  40 50 Frequency 2  4 x  5 3 The mean score is 30. Which of the following is the mode of the distribution? A. 20 B. 30 C. 40 D. 50 E. Cannot be determined Challenge: Don't just select an answer. For each question, identify what information is being tested: mean transformation, median position, or frequency-table reasoning. Drop your answer in comment👇 @UATbootcamp

DAY 4 IS HERE! 🎯 Today we’re focusing on one important thing: Do you really know what you’re preparing for? Stay active throughout the session. Take part in the polls, share your thoughts, and ask questions whenever something is not clear. Let’s begin Day 4. @UATbootcamp

❗️ውጤት ይፋ የሚሆነው ከሰኞ እስከ ማክሰኞ ባለው ጊዜ ነው ውጤት ሲለቀቅ ለማየት የሚያስችሉ 1. result.eaes.et 2. result.neaea.gov.et 3.@ESSLCEResultBot 4. SMS
❗️ውጤት ይፋ የሚሆነው ከሰኞ እስከ ማክሰኞ ባለው ጊዜ ነው ውጤት ሲለቀቅ ለማየት የሚያስችሉ 1. result.eaes.et 2. result.neaea.gov.et 3.@ESSLCEResultBot 4. SMS 6284 ተጠቀሙ። share: @UATTutorialofficial

PRACTICE QUESTIONS ​1️⃣ If 4 pens cost $8, how much will 10 pens cost at the same rate? 2️⃣ A worker earns $90 for 6 hours of work. How much will they earn in 10 hours? 3️⃣ A car uses 5 liters of fuel to travel 60 km. How many kilometers can it travel on 12 liters of fuel? 4️⃣ Determine the constant ratio (k) if 8 identical boxes weigh a total of 24 kg. 5️⃣ True or False: If the time spent running at a steady speed increases, the distance covered decreases. Drop your answer in comment. 👇 @UATbootcamp ​

​PRACTICE QUESTIONS ​1️⃣ State whether the pair of ratios forms a true proportion: 4/5 and 16/20 (Answer Yes or No). 2️⃣ Use cross multiplication to solve for n: 3/8 = n/24 3️⃣ Find the missing unknown y: y/6 = 15/18 4️⃣ Compare the two ratios and state which is greater: 5/8 or 3/5 5️⃣ If a car travels 120 km in 2 hours, how many kilometers will it travel in 5 hours at the same speed? Drop your answer in comment.👇 @UATbootcamp

​PRACTICE QUESTIONS 1⃣A ribbon of length 45 cm is cut into two pieces in the ratio 4:5. What is the length of the longer piece? 2⃣.​Share $240 between Maya and Melat in the ratio 3:5. How much does Melat receive? 3⃣A total of 84 students are divided into three activity clubs in the ratio 1:2:3. How many students are in the largest club? 4⃣.​Two friends invest money into a small project in the ratio 7:2. If the total investment is $900, how much did the first friend invest? 5⃣A batch of 120 juice bottles is divided between Class A, Class B, and Class C in the ratio 2:3:1. How many bottles does Class A get? Drop your answer in comment.👇 @UATbootcamp