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Fix many spelling errors
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10
help/quomod
10
help/quomod
@@ -20,13 +20,13 @@ DESCRIPTION
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If y is zero, zero is assigned to Q, x to R and 0 or 1 returned
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according as x is zero or nonzero.
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In the remaining case, y nonzero and x/y not an intger, there
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In the remaining case, y nonzero and x/y not an integer, there
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are two pairs (q,r) for which x = q * y + r, q is an integer, and
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abs(r) < abs(y). Depending on the low 5 bits of rnd, the q and r
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of one of these pairs will be assigned to Q and R respectively,
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and the number 1 returned. The effects of rnd can be described in
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terms of the way q is related to x/y, e.g. by rounding down,
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rounding towards zero, rounding to a nearest integeri, etc. or
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rounding towards zero, rounding to a nearest integer, etc. or
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by properties of the remainder r, e.g. positive, negative,
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smallest, etc. The effects of the most commonly used values of
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rnd are described in the following table:
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@@ -36,7 +36,7 @@ DESCRIPTION
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0 round down. q = floor(x/y) same sign as y
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1 round up, q = ceil(x/y) opposite sign to y
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2 round to zero, q = int(x/y) same sign as x, r = y * frac(x/y)
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3 round from zero oppsite sign to x
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3 round from zero opposite sign to x
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4 positive
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5 negative
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6 same sign as x/y
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@@ -49,7 +49,7 @@ DESCRIPTION
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is the smallest (in absolute value) remainder except when x/y is
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halfway between consecutive integers, in which case the rounding
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is as given by the 4 low bits of rnd. Using rnd = 24 gives the
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cpmmonly used principle of rounding: round to the nearest integer,
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commonly used principle of rounding: round to the nearest integer,
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but take the even integer when there are two equally close integers.
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For more detail on the effects of rnd for values other than those
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@@ -66,7 +66,7 @@ DESCRIPTION
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An error values is returned and the values of Q and R are not changed
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if Q and R are not both lvalues, or if the current value of any
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argument is not as specified above, or if Q or R has no-assign-to
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prptection, e.g. after protect(Q,1).
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protection, e.g. after protect(Q,1).
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EXAMPLE
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