Test II: True or False: Write TRUE if the statement is correct and FALSE if it is incorrect. Write your answer on the space provided before each number. 1. To add similar fractions we add the numerators and retain the denominator. 2. We cannot add dissimilar fractions unless we express them in terms of common denominator. 3. If the mixed numbers have a similar fractional parts, subtract the whole numbers and then subtract the fractional parts. 4. To subtract dissimilar fractions, we convert the dissimilar fractions into similar fractions and we proceed to the subtraction of similar fractions. 5. If the fraction in the subtrahend is less than the fraction in the minuend into an improper fraction with the correct denominator and add this unit to the existin fraction in the minuend. 6. To subtract a mixed numbers from a whole number convert one unit of the minuend into an improper fraction with the same denominator as the fraction in the subtrahend, thus reducing the whole number and minuend by one, then subtract. 7. To multiply a fraction by another fraction, we multiply their numerators to obtain IIme numerator of the product; then, multiply the denominators to obtain the denominator of a product, and reduce the product to lowest term, if necessary. 8. A whole number can be expressed as a fraction with denominator of one. To multiply a whole number by a fraction, we multiply the whole number but the numerator of the: fraction and multiply the denominator of a fraction by one period if the answer is an improper fraction, change it to the whole number of a mixed number. 9. To divide a fraction by another fraction, change the devisor to its reciprocal ark! multiply.. Complete the chart below. It shows the probability of randomly selecting a student with a particular hair color from the population of a senior high school. Percent Hair Color Words Decimal Fraction three out of twelve five hundred out of one thousand Bonde one out of eight one out of forty Eighty out of five hundred 1:. Problem Solving: Answer the following with supporting solution. Write your answer on a separate bond paper and encircle your final answer 1. 63 - [11 + 2 -]= 2. 42 - [84 + 22 + 5;] = 3. Carlo paid P161.25 for 10 = liters of a certain compound. How much was the price per liter? 1. The salary of junior auditor is " of the salary of a senior auditor. If a senior auditor earns P25,000.00 a month, how much is the difference between their salaries? I'llen purchased 100 kilos of Ham at P120. She repacked them in plastic bags containing - kilo each and sold the same for P40 per pack. a. Into how many packs did Ellen repack the 100 kilos that she bought? b. Assuming she sold all the ham, how much was her total sales? c. How much gross profit did she earn per pack? d. How much was her total gross profit? e. What fractional part of the cost did her gross profit represent? I. What fractional part of the sales did her gross profit represent?6. The 4J partnership earned a net profit of P28,000.00. The partners Jed, Joshua, Janine, and John share profits and losses: : for Jed, , for Joshua, : for Janine, and the rest for John. Compute for the share of the partners in the net profit. 7. Joeylyn worked 24 hours last week for a landscaper. She worked = of those hours planting flowers and ; of those hours mowing lawns. How many hours did Joeylyn worked planting flowers? Mowing the lawn? If she is paid P10.00/hour, how much did she earn for planting flowers and mowing the lawn? 8. Find the tax due on gross receipts of P25,360 if the tax rate is 3%. 9. If the tax rate is 5% and total amount paid including tax is P1,344, find: a. Amount before tax b. Amount of Tax paid 10. Fill in the following: ABM Partnership Comparative Income Statement Account Previous Year Current Year Increase/(Decrease) 2010 2011 Amount % Sales P328,560 P294,600 Cost of Sales (P150,640) P147,300) Gross Profit 177,920 147,300 Operating (42,800) (41,260) expenses Net Profit P135,120 P106,040