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Using 132 and 24, it is 11/2 = 5.5

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Q: What is 129.4 23 using compatible numbers?
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Related questions

How do I estimate the quotients 536 divided by 23 using compatible numbers?

23.3043


What are the compatible numbers for 536 and 23?

525 and 25


How do you round the number 94 23with compatible numbers?

Estimates for 94 and 23 will depend on what the operator between 94 and 23 is meant to be.


What compatible numbers would you use to estimate 129.4 divided by 23?

5.6261


How do you get 24 using the numbers 8 16 18 23?

(23 - 18) × 8 - 16 = 24


How can you make 24 using the numbers 21 22 23 and 20?

(23-21) x 22-20


How can you make 24 using the numbers 1 1 23?

You could do this: 23 x 1 = 23 + 1 = 24. Times 23 by 1 which would equal itself then add 1 to get 24.


How do you get the number 23 using only the numbers 5 1 12?

12+5+5+1


Can you make the number 144 only using the prime numbers?

11 x 11 + 23 = 144


How do you make 36 using subtraction division multiplication and addition and brackets by using the numbers 2 7 4 3?

It is: 23+(4*7) = 36.


What is the prime factorization for 72 using whole numbers and using exponents with whole numbers?

The prime factorization is 2 x 2 x 2 x 3 x 3 which is the same as 23 x 32


What does compatible number mean in math?

Compatible number is one that is near the actual number, but is easier to use for addition, subtraction, multiplication, or division. In other words, it is easy to use for estimating the answer to an arithmetic problem. Example: 38 + 23 A compatible number for 38 might be 40 A compatible number for 23 might be 20 (or 25) The sum of the compatible numbers would be 60 (or 65). So you know the answer will be near there. If you choose 40 and 20, you know that one of your compatible numbers is a little too high, and the other is a little too low. So your estimate of the answer (40+20=60) will be pretty close. (Your estimators are high by 2 and low by 3, so you know your answer is low by 1. It is really 61, not 60.) If you choose 40 and 25, you know that both of your compatible numbers are a little too high, so your answer will be a little more high. As it turns out, both "estimates" are high by 2, so the estimated answer (65) is high by 2+2=4. The actual result is 61 = 65-4