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Orchestra Ticket = Ph 37

Approximation and Estimation. Orchestra Ticket = Ph 37. The orchestra ticket is about Ph 40. This is approximating. When you approximate, you are rounding off the number. Approximation and Estimation. . 37 = 40 ?. This means that 37 is 40 when rounded off to the nearest ten.

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Orchestra Ticket = Ph 37

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  1. Approximation and Estimation Orchestra Ticket = Ph 37 The orchestra ticket is about Ph 40 This is approximating.When you approximate, you are rounding off the number.

  2. Approximation and Estimation  37 = 40 ? This means that 37 is 40 when rounded off to the nearest ten. This means that 37 is approximately 40 when rounded off to the nearest ten.

  3. Approximation and Estimation Balcony Ticket = Ph 57 Orchestra Ticket = Ph 37 The orchestra ticket is about Ph 40 The balcony ticket is about Ph 60 This is approximating.

  4. Approximation and Estimation Balcony Ticket = Ph 57 Orchestra Ticket = Ph 37 Can you estimate the cost of 1 orchestra ticket and 1 balcony ticket? Ph 100 This is estimating.

  5. Approximation and Estimation When you are estimating, you are adding, subtracting, multiplying, or dividing the rounded off numbers.

  6. Estimate the cost of 1 apple (Ph 45) and 5 guavas (Ph 191). Answer: Ph 250 If Ph 45 (1 apple) is rounded off to the nearest 10. Ph 50 If Ph 191 (5 guavas) is rounded off to the nearest 100. Ph 200

  7. Estimate the cost of 1 apple (Ph 45) and 5 guavas (Ph 191). Answer: Ph 240 If Ph 45 (1 apple) is rounded off to the nearest 10. Ph 50 If Ph 191 (5 guavas) is rounded off to the nearest 10. Ph 190 If no instruction is given, round up or down to the nearest number ending in zero. This will make adding, subtracting, and multiplying quicker. Note: Instruction will be given when to use rounding off to the nearest 10 or nearest 100.

  8. Estimate the value of 559 ÷ 6. Think of two estimated values of 559 which are divisible by 6. Then pick the one which is nearer to 559. Then divide. 559 540 600 540 ÷ 6 = 90 So, 559 ÷ 6  90 The value of 559 ÷ 6 is about 90

  9. Estimate the value of 478 ÷ 8. Think of two estimated values of 478 which are divisible by 8. Then pick the one which is nearer to 478. Then divide. 478 400 480 480 ÷ 8 = 60 So, 478 ÷ 8  60 The value of 478 ÷ 8 is about 60

  10. Estimate the value of 318 ÷ 4. Think of two estimated values of 318 which are divisible by 4. Then pick the one which is nearer to 318. Then divide. 318 280 320 320 ÷ 4 = 80 So, 318 ÷ 4  80 The value of 318 ÷ 4 is about 80

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