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MATH CHALLENGE Solve each problem. 1. For every 8 mango trees in the orchard, there are 4 star apple trees. If there are 1320 trees, how many trees of each kind are there? 2. A philanthropist gave P3,000,000 to two orphanages and a health institution. The two orphanages received an equal amount twice that of the health institution. How much did each receive? 3. A wire 105 cm long is bent to form a rectangle. The ratio of its length to its width is 2:1. Find the area of the rectangle.
Kathleen C.
Multiple Choice: Write the letter of the correct answer on the blank provide before each number. 1. Which of the following is NOT an example of a rational number? A. 5/6 B. 1 C. 1.20 D. √2 2. Find the lowest term of 12/30. A. 1/6 B. 2/5 C. 6/15 D. 12/30 3. Convert 0.25 into a fraction. A. 10/25 B. ¼ C. 25/10 D. 4/25 4. Convert 6/16 to a decimal number. A. 0.375 B. 1.16 C. 2.67 D. 9.6 5. When can you add or subtract two or more fractions? A. If they are already similar fractions. B. If they are already proper fractions. C. If they are already dissimilar fractions. D. If they are already improper fractions. 6. What is the sum of 3/16, 2/16, 3/16. A. 1/8 B. 1/6 C. ¼ D. ½ 7. What is the LCD of 3/8, and 1/6? A. 8 B. 14 C. 24 D. 48 8. Michele has 6/7 meters of cloth. If she divides it into 4, how long is each cloth? A. 3/14m B. 24/7 m C. 3/7 m D. 6/14 m 9. Shiela had 12 ½ kg of rice. She had already used 7 1/3 kg. How much more rice does she have? A. 5 1/3 kg B. 5 1/6 kg C. 5 5/6 kg D. 5 3/24 kg 10. After the one-day camp, Joseph had 2/15 L of water, David had 1/10 L of water and Francis had 1/5 L of water. What is the total volume of water of the three boys? A. 4/15 L B. 2/30 C. 8/15 D. 13/30 L
Suman Saurav T.
MELC Evaluation. The CODE: relationship between the coefficients and the roots of quadratic equation. COMPETENCY: The learner is able to solve routine and non-routine problems involving quadratic equation roots. NAME: SECTION: SCORE: Directions: What do you think is important in order to sustain life's journey? Solve each problem and write the problem letter above each correct answer. Units for the answers are stated in every problem. A. The longest side of a right triangle is 4 more than the shortest side. The middle side is 2 more than the shortest side. Find the lengths of the sides of the right triangle. R. A tennis court for four players has an area of 230 square meters. The perimeter of the court is 66 meters. Find the dimensions of the court. I. The product of two consecutive odd integers is 1 less than ten times their sum. Find the integers. T. Last year, Mario planted potatoes in a rectangular plot whose length was 4m more than its width. Encouraged by a plentiful harvest, he increased the width of his plot by 3m and also increased the length to twice this width, thus having 83m² more in area. What are the dimensions of his plot now? P. Find two positive consecutive integers that are multiples of 5 and whose product is 300. E. The length of a rectangle is one meter longer than its width. Its diagonal is 29 meters. Find the dimensions of the rectangle. S. The length of a rectangle is 1 ½ meters more than its width. The area of the rectangle is known to be 27 square meters. Find the dimensions of the rectangle. Y. The sum of two numbers is 28 and their product is 96. Find the numbers. H. A rectangular table has an area of 27 ft² and a perimeter of 24 ft. What are the dimensions of the table? K. An amusement park wants to place a new rectangular billboard to inform visitors of their new attractions. Suppose the length of the billboard to be placed is 4m longer than its width and the area is 96m². What will be the length and the width of the billboard? 15,20 23,10 6,8,10 24,4 20,21 23,10 19,21 4 ½,6 8.16 3,9 20,21 8,12 20,21 4,24
Jerelyn N.
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