H.C. Chen's personal annotations on this page
As written the formula returns a 3x1 array comprised of the range B5:B7.
Since the formula wasn't array entered the formula in J4 returns the #VALUE!
error. Now, here's where the implicit intersection rule comes into play. The
formula in J5 is on the same row as B5 which is the first element in the
height argument array returned by the formula. The formula in J6 is on the
same row as B6 which is the second element in the height argument array
returned by the formula. The formula in J4 refers to B5 but since the
formula was not array entered and is not on the same row as B5 (not within
the implicit intersection) the result is an error.
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As written the formula returns a 3x1 array comprised of the range B5:B7.
Since the formula wasn't array entered the formula in J4 returns the #VALUE!
error. Now, here's where the implicit intersection rule comes into play. The
formula in J5 is on the same row as B5 which is the first element in the
height argument array returned by the formula. The formula in J6 is on the
same row as B6 which is the second element in the height argument array
returned by the formula. The formula in J4 refers to B5 but since the
formula was not array entered and is not on the same row as B5 (not within
the implicit intersection) the result is an error.
This link has been bookmarked by 1 people . It was first bookmarked on 03 May 2009, by H.C. Chen.
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H.C. ChenAs written the formula returns a 3x1 array comprised of the range B5:B7.
Since the formula wasn't array entered the formula in J4 returns the #VALUE!
error. Now, here's where the implicit intersection rule comes into play. The
formula in J5 is on the same row as B5 which is the first element in the
height argument array returned by the formula. The formula in J6 is on the
same row as B6 which is the second element in the height argument array
returned by the formula. The formula in J4 refers to B5 but since the
formula was not array entered and is not on the same row as B5 (not within
the implicit intersection) the result is an error.-
As written the formula returns a 3x1 array comprised of the range B5:B7.
Since the formula wasn't array entered the formula in J4 returns the #VALUE!
error. Now, here's where the implicit intersection rule comes into play. The
formula in J5 is on the same row as B5 which is the first element in the
height argument array returned by the formula. The formula in J6 is on the
same row as B6 which is the second element in the height argument array
returned by the formula. The formula in J4 refers to B5 but since the
formula was not array entered and is not on the same row as B5 (not within
the implicit intersection) the result is an error.
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