1995 Chevrolet Blazer Owner's Manual - Page 157

1995 Chevrolet Blazer Manual

Page 157 highlights

According to the American Medical Association,180-pound (82kg) a person who drinks three 12-ounce (355 ml) bottlesof beer in an hour will end up with a BAC about 0.06 percent. The person would reach the same of BAC by drinking three &ounce (120 ml) glassesof wine or three mixed drinks if each had 1-1/2 ounces (45 rnl) of a liquorlike whiskey, gin or vodka. It's the amount of alcohol that counts. For example, if the same person drank three double martinis ounces or 90 ml of liquor each) within an (3 hour, the person's BAC would be close 0.12 percent. A person who to consumes food just before or during drinking will have somewhat lower a BAC level. There is a gender difference, too. Women generally have a lower relative percentage of body water thanmen. Since alcoholis carried in body water, this means that a woman generally will reach a higher BAC level than man of her same body weight when each has same number of drinks. the The law in many U.S. states sets the legal limit at BAC of 0.10 percent. In a a growing number U.S. states, and throughout of Canada, the limit is 0.08 percent. In some other countries it's even lower. BAC limitfor all The commercial drivers in the . is 0.04 percent. U.S The BAC will beover 0.10 percent after three to six drinks (in hour). Of one course, as we've seen, it dependson how much alcohol in thedrinks, and is how quickly the person drinks them. But the ability to driveis affected well below BAC of 0.10 percent. a Research shows that the driving skills many peopleare impaired at a of BAC approaching0.05 percent, and that the effects worse atnight. All are drivers are impaired at BAC levels above percent. Statistics show that 0.05 the chanceof being in a collision increases sharply drivers who have a for BAC of 0.05 percent or above. A driver with a BAC level 0.06 percent of has doubled his her chanceof having a collision. At a BAC level of or 0.10 percent, the chance this driver having a collision twelve times greater; of is at a level of 0.15 percent, the chance is twenty-five times greater! 4-3

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According
to
the
American
Medical
Association,
a
180-pound
(82
kg)
person
who drinks three 12-ounce (355
ml)
bottles of beer
in an hour
will
end
up
with
a
BAC
of about
0.06
percent. The person
would
reach
the
same
BAC
by drinking
three
&ounce
(120
ml)
glasses
of
wine or three
mixed
drinks if each
had 1-1/2 ounces
(45
rnl)
of
a
liquor like whiskey,
gin
or
vodka.
It’s
the
amount
of
alcohol
that
counts.
For
example, if the same person
drank
three
double
martinis
(3
ounces or
90
ml
of liquor
each)
within
an
hour, the person’s
BAC
would
be
close
to 0.12 percent.
A
person
who
consumes food just before or during
drinking
will
have
a
somewhat
lower
BAC level.
There is a
gender
difference,
too.
Women
generally
have
a
lower
relative
percentage
of
body
water
than men. Since
alcohol is carried
in
body
water,
this
means
that
a
woman
generally
will
reach
a
higher
BAC
level
than
man
of
her
same
body
weight
when
each
has
the
same number
of
drinks.
The law
in
many
U.S.
states sets the
legal
limit
at
a
BAC
of
0.10
percent.
In
a
growing
number
of
U.S.
states,
and
throughout Canada, the
limit
is
0.08
percent. In some
other
countries
it’s
even
lower.
The BAC
limit for all
commercial
drivers
in
the
U.S
.
is
0.04
percent.
The BAC
will
be over
0.10
percent
after
three
to
six
drinks
(in
one hour).
Of
course, as
we’ve
seen, it
dependson how
much
alcohol
is in
thedrinks, and
how
quickly
the
person
drinks
them.
But
the
ability
to
drive
is affected
well
below
a
BAC
of
0.10
percent.
Research shows that
the
driving
skills
of
many
people are impaired at a
BAC
approaching
0.05
percent, and
that
the
effects
are worse
atnight. All
drivers are impaired
at
BAC
levels
above
0.05
percent.
Statistics
show
that
the
chance of being
in
a
collision
increases
sharply
for drivers
who
have
a
BAC
of
0.05
percent or above. A driver with
a
BAC
level
of
0.06
percent
has
doubled
his or her
chance
of
having
a
collision. At a
BAC
level
of
0.10
percent,
the
chance
of
this
driver
having
a
collision
is twelve
times
greater;
at a level
of
0.15
percent, the chance is twenty-five
times
greater!
4-3