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Part A Dollar Interest-Sensitive Gap = Interest-Sensitive Assets Interest Sensitive Liabilities 2018 = 8,201,705 - 2,322,002 = 5,879,703 2019 = 9,266,792 - 2,358,414 = 6,908,378
Part A
Dollar Interest-Sensitive Gap = Interest-Sensitive Assets Interest Sensitive Liabilities
2018 = 8,201,705 - 2,322,002 = 5,879,703
2019 = 9,266,792 - 2,358,414 = 6,908,378
2020 = 9,470,705 - 2,727,920 =6,742,785
Relative Interest-Sensitive Gap = Dollar IS gap / Bank size x 100
2018 = 5,879,703 / 223,682,159 x 100 = 2.628%
2019 = 6,908,378 / 231,795,634 x 100 = 2.980%
2020 = 6,742,785 / 289,556,453 x 100 = 2.328%
Interest Sensitivity Ratio = interest sensitive assets / interest sensitive liabilities x 100
2018 = 8,201,705 / 2,322,002 x 100 = 3.5325%
2019 = 9,266,792 / 2,358,414 x 100 = 3.929%
2020 = 9,470,705 / 2,727,920 x 100 = 3.471%
the question is
Using your answer in part (a) above, what asset-liability management strategy will be suitable for your selected bank? Why? Justify your arguments with appropriate reasons.
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