dayanara72
19.07.2019 •
Mathematics
1. use the babylonian method for your next estimate for the square root of 130 by using 11.4022 as your guess. what is your result? a) 11.4018 b) 11.3043 c) 11.6102 d) 16.1246 2. naila wants to use the babylonian method to estimate the square root of 58 to the neatest hundredth. her initial estimate is 7.8. what is her estimate after she correctly completes the babylonian method once? a) 7.43 b) 7.44 c) 7.61 d) 7.62 3. use the babylonian method for your next estimate of the square root of 115 by using 10.7262 as your guess. what is your result? a) 10.7238 b) 10.6107 c) 10.8393 d) 16.0869 4. kayla wants to use the babylonian method to estimate the square root of 43 to the nearest hundredth. her initial estimate is 6.9. what is her estimate after she correctly completes the babylonian method once? a) 6.44 b) 6.57 c) 6.45 d) 6.56fast need the answers asap
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Ответ:
#2 - d) 7.62
#3 - a) 10.7238
#4 - b) 6.57
Explanation
#1 - The initial guess is 11.4022. We first divide 130 by this guess:
130÷11.4022 = 11.40130852
We now average this number with the initial guess:
(11.40130852 + 11.4022)/2 ≈ 11.4018
#2 - The initial guess is 7.8. We divide 58 by this guess:
58÷7.8 = 7.435897436
We now average this number with the initial guess:
(7.435897436 + 7.8)/2 = 7.617948718 ≈ 7.62
#3 - The initial guess is 10.7262. We divide 115 by this guess:
115÷10.7262 = 10.72141112
We now average this number with the initial guess:
(10.72141112 + 10.7262)/2 = 10.72380556 ≈ 10.7238
#4 - The initial guess is 6.9. We divide 43 by this guess:
43÷6.9 = 6.231884058
We now average this number with the initial guess:
(6.231884058+6.9)/2 = 6.565942029 ≈ 6.57
Ответ:
3x+2
Step-by-step explanation:
For this, you have to add the x's. Imagine them as ones. 1+1+1 is 3. Which is the number of x's.