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Part B Using the method of successive approximations, what is [H30 + ] in 0.500

ID: 958455 • Letter: P

Question

Part B Using the method of successive approximations, what is [H30 + ] in 0.500 M HCIO 2 (Ka-1.1 x 10-2 ) and how many iterations (n) are needed to validate that a constant value had been obtained to two significant figures? Express [H3 O Express [H0'] using twa using two significant figures, followed by a comma and the number of iterations as an integer. [H301, n = Submit Hints My Answers Give Up Review Part Incorrect; Try Again The z values in iterations 2 and 3 do not match. Therefore you need more than three iterations. Part C Using the method of successive approximations, what is |H,0 in 0.00500 M CH CICOOH(a)(14x 10-) and how many iterations (n) are needed to validate that a constant value had been obtained to two significant figures? ..imati rst what ishadbe e ind tained tot orignic ooHraq) (K.-1.4× 10-3) and how many Express (H3O"] using two significant figures, followed by a comma and the number of iterations as an integer. [H3O+], n = SubmitHints My Answers Give Up Review Part Continue

Explanation / Answer

Part B

I suggest you to use a Excel file:

iteration no.

[HA], not dissociated

[H+]=( Ka x [HA])^0.5

corrected[HA]=0.500 - [H+]

1

0.5000

0.074

0.4258

2

0.4258

0.068

0.4316

3

0.4316

0.069

0.4311

4

0.4311

0.069

0.4311

5

0.4311

0.069

0.4311

6

0.4311

0.069

0.4311

[H3O+] = 0.069 M , after 4 iterations is confirmed unchanged

Part C

iteration no.

[HA], not dissociated

[H+]=( Ka x [HA])^0.5

corrected[HA]=0.00500 - [H+]

1

0.0050

0.0026

0.0024

2

0.0024

0.0018

0.0032

3

0.0032

0.0021

0.0029

4

0.0029

0.0020

0.0030

5

0.0030

0.0020

0.0030

6

0.0030

0.0020

0.0030

7

0.0030

0.0020

0.0030

8

0.0030

0.0020

0.0030

[H3O+] = 0.020 M , after 5 iterations is confirmed unchanged

iteration no.

[HA], not dissociated

[H+]=( Ka x [HA])^0.5

corrected[HA]=0.500 - [H+]

1

0.5000

0.074

0.4258

2

0.4258

0.068

0.4316

3

0.4316

0.069

0.4311

4

0.4311

0.069

0.4311

5

0.4311

0.069

0.4311

6

0.4311

0.069

0.4311