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PSAT 1.37 Math Diagnostic. Which of the following forms of the function f(x) would best reveal the number of employees that should be hired to maxi...
PSAT 1.20 Math Diagnostic 194 Views
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PSAT 1.20 Math Diagnostic. Approximately what percentage of the electoral votes will she receive if she meets this goal?
More Video DetailsTranscript
- 00:00
No And here's your shmoop du jour brought to you
- 00:05
by electoral votes As with democrats arkansas on lee has
- 00:09
a six of them All right check out the same
- 00:12
felt like president determined like ramon currently Thank you All
- 00:19
right An independent candidate has a goal of winning nebraska
Full Transcript
- 00:22
south dakota and north dakota Approximately what percentage of the
- 00:26
electoral votes will she receive if she meets this goal
- 00:30
and here the potential answers our percentage of the five
- 00:32
hundred thirty eight electoral won't be out of the states
- 00:35
All right well we may be able to put our
- 00:36
brain on autopilot for this one we'll need to add
- 00:39
and then we'll need to divide nothing too traumatic The
- 00:42
only trick is to figure out what we need to
- 00:44
add in divide in why Well the problem is asking
- 00:48
us to total up the electoral votes for the states
- 00:50
of nebraska south dakota and north dakota Since those are
- 00:54
the only states that the independent candidate specifically wants to
- 00:57
win at least she aims lo a great quality for
- 01:00
presidential hopeful right Nebraska has five electoral votes south dakota
- 01:04
has three and north dakota has three Well five and
- 01:07
three And three is well we can almost do that
- 01:09
on all our fingers It's eleven Well so now we
- 01:13
need to find out what percentage those eleven votes would
- 01:16
be in relation to the total electoral votes No we
- 01:19
have take eleven about it by five thirty eight which
- 01:21
we're told is the total number of votes on we
- 01:23
come up with a round point Oh two which one
- 01:26
converted to percentage speak is two percent it's Option b
- 01:30
on that one was in a tight race Okay well
- 01:32
let's get pilot back in the cockpit Now They ain't 00:01:35.157 --> [endTime] all gonna be this easy
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