Bulletin boards, cereal boxes, shoeboxes, and books are all rectangular prisms.A pyramid is a solid figure that has a base, or bottom, and multiple triangular faces. The base of a pyramid can be different shapes, such as rectangles, squares, triangles, or octagons.-Friday"}>" data-test="answer-box-list">
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Bulletin boards, cereal boxes, shoeboxes, and books are all rectangular prisms.
A pyramid is a solid figure that has a base, or bottom, and multiple triangular faces. The base of a pyramid can be different shapes, such as rectangles, squares, triangles, or octagons.
Understand more about whole numbers up to 100 000 Draw on a separate sheet of paper the number disc of the following number. 1. 50 450 2. 61 468 3. 84…628 4. 91 589 5. 56 741 6. 78 520 7. 81 629 8. 72 174 Recognize and represent whole numbers up to 100 000 in various forms and context
Quarter 1 SUMMATIVE TEST#1 MATHEMATICS VI on a whole sheet of paper 1. Subtract. 10 DIRECTIONS: Read and analyze the problems. Write the letter of the…correct answer A 10 2. What is the difference if is subtracted from " 4. CH Le 20 D÷ 3. Jane spends hours washing the clothes and hours in ironing them. How many hours in all did she work on the clothes? A 13 24 B 4 What is the value of N? N D. B. D. D. 5. For a newspaper drive, Mara was able to collect 12 kg of newspapers in one week and Bin another week. How many kilograms of newspapers was Mara able to collects in those two weeks? 4.20 B. 20 C.21 D. 21 7. Mila ate of the cake while Amy ate What part of the cake was eaten by the two 6. The Abunda family consumes 92 kg of rice on weekdays and 5 kg on weekends. How much rice do they consume in a week? A. 15 kg B. 15 kg C.14 kg D. 14 kg girls? A. B. D. 8. Bea mixed cup of flour,cup of cornstarch, cup of sugar and cup of powdered milk. How many cups was the mixture? A. B 9. What is subtracted from 2 B. D. 1 10. Subtract from 12 15' A. 30 B. C.1.20 D 109 108
consider the street map in figure 3.2 on previous page, allison wishes to walk directly from point a to point b. how many different routes can she tak…e if she wants to go past starbucks on third avenue?
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5. To augment your daily allowance, you decided to make homemade yema candies which you wish to sell for P5.00 each. The cost of making one piece of c…andy is P3.50. Write a function f(x) that could determine the profit you will gain for every x yema candies you sell. 6. Referring to problem number 5, how much is your profit if you are able to sell 150 pieces of yema candies?