Using a calculator, take successive square roots of 0.06 and then take successiv

Question

Using a calculator, take successive square roots of 0.06 and then take successive roots of 600. From these sequences of square roots, state any general conclusion that m drawn. Taking successive square roots of 0.06 approaches what value? 0 600 1 Taking successive square roots of 0.06 does not converge on a value. Taking successive square roots of 600 approaches what value? 1 0.06 0 Taking successive square roots of 600 docs not converge on a value. Describe how closely the graph of the function fits the graph of the first two terms of th Taylor expansion. Choose the correct answer below. The two functions have nearly equal values of y for values of x near 2. The two functions have nearly equal values of y for values of x near 4. The two functions have nearly equal values of y for values of x near 6. The two functions have nearly equal values of y for values of x near 8. Give the first four terms of the sequence for which an is given and the first four terms of the infinite series associated with the sequence. (Type integers or simplified fractions.) The first four terms of the infinite series associated with the given sequence are (Type integers or simplified fractions.) Calculate the value of sin 7ji degree using two terms of the appropriate scries. Compare with the value found directly on a calculator. Using two terms of the appropriate series, sin 7 pi degree = (Type an integer or decimal rounded to seven decimal places as needed.) Using a calculator, sin 7 pi degree = (Type an integer or decimal rounded to seven decimal places as needed.)

Explanation / Answer

1>D

2>D

3>B

4(a)>a1=-2/3

a2=4/9; a3=-8/27 ;a4=16/81

b>

>a1=-2/3

a2=4/9; a3=-8/27 ;a4=16/81

5(a)>0.3740337

(b)>0.3742829

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