10. Sally pays P 750 for her daily piano sessions. How much would she pay for her 3 weeks session?
11. Joy bought 5 paper bags, each containing 4.5 kilos of guavas. How many kilos of guavas are there?
12. Maricar bought 8 kilograms of green mangoes. If each kilogram costs P135.50, how much will she pay?
13. Each batch of cookie mix need 0.4 cups of sugar, and each batch can make 16 cookies. If Ashley is making 4
batches of cookies, how much sugar does she need?
14. Ashley found 2 boxes of sugar in the kitchen. The green box is 1.26 kg and the red box is 1.026 kg. Which box
contains more sugar?
15. On average, the post office processes 45.6 letters every hour. How many letters can the office process during the
9 hours it is open?
GUYS PA HELP PO
11. Joy bought 5 paper bags, each containing 4.5 kilos of guavas. How many kilos of guavas are there?
12. Maricar bought 8 kilograms of green mangoes. If each kilogram costs P135.50, how much will she pay?
13. Each batch of cookie mix need 0.4 cups of sugar, and each batch can make 16 cookies. If Ashley is making 4
batches of cookies, how much sugar does she need?
14. Ashley found 2 boxes of sugar in the kitchen. The green box is 1.26 kg and the red box is 1.026 kg. Which box
contains more sugar?
15. On average, the post office processes 45.6 letters every hour. How many letters can the office process during the
9 hours it is open?
GUYS PA HELP PO
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Answer:
10.15,750 would she pay for her 3 weeks session
11.22.5 kilos of guava
12.1,084 she will pay
13.1.6 cups of sugar
14.green box
15.410.4 letters can the office process
i hope it helps
Answer:
10. P 15, 750
11. 22.5 kilos
12. P 1,080
13. 1.6 cups of sugar
14. 1.26 kg
15. 410.4 letters
Step-by-step explanation:
10. 3 weeks= 21 days
750x21= 15,750 pesos
11. 4.5 kilos of guavas per bags
4.5x5= 22.5 kilos
12. P 135 per kilogram
135x8= 1,080 pesos
13. Each batch of cookie mix need 0.4 cups of sugar
0.4 (each batch sugar) x 4 (batch of cookies she like to make) = 1.6 cups of sugar per batch
14. 1.26 kg is more than 1.026 kg
15. 45.6 letter every hour x 9 hours= 410.4 letters