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Formula for a decreasing level of interest on a decreasing value.

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    Formula for a decreasing level of interest on a decreasing value.

    I need to create a formula for the following (don't worry about the currency at this stage):

    • 4% of the slice of the average monthly payment volume up to €5 million;

    • 2.5% of the slice of the average monthly payment volume above €5 million up to €10
    million;

    • 1% of the slice of the average monthly payment volume above €10 million up to
    €100 million;

    • 0.5% of the slice of the average monthly payment volume above €100 million up to
    €250 million; and

    • 0.25% of the average monthly payment volume above €250 million.

    To illustrate this:

    If I input a value of 12 million, this would require a calculation of 4% of 5 million, 2.5% of 5 million, 1% of 2 million.

    I am at a crossroads with how to prevent the 2.5% calculation going above the 10 million threshold and so on.

    Any help would be greatly appreciated thank you.
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    Re: Formula for a decreasing level of interest on a decreasing value.

    one option

    =SUMPRODUCT(--(B2>={0,5000000,10000000,100000000,250000000}),B2-{0,5000000,10000000,100000000,250000000},{0.04,-0.015,-0.015,-0.005,-0.0025})

    above would generate 375k based on sample value of 15m

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    Re: Formula for a decreasing level of interest on a decreasing value.

    That is a really helpful start thank you.

    I would need to have a breakdown per percentage however.

    So,

    Value: 15m
    4%=
    2.5%=
    1%=
    0.5%=
    0.25%=
    Sum=375k

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    Re: Formula for a decreasing level of interest on a decreasing value.

    if you need to split out

    4.00%: =MAX(0,$A5*MIN($G$1,$B$2))
    2.50%: =MAX(0,$A7*(MIN($H$1,$B$2)-$G$1))
    1.00%: =MAX(0,$A9*(MIN($I$1,$B$2)-$H$1))
    0.50%: =MAX(0,$A11*(MIN($J$1,$B$2)-$I$1))
    0.25%: =MAX(0,$A13*($B$2-$J$1))

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    Re: Formula for a decreasing level of interest on a decreasing value.

    Thank you very much for your assistance.

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