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PSAT 1.1 Math Diagnostic
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PSAT 1.20 Math Diagnostic 194 Views


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Description:

PSAT 1.20 Math Diagnostic. Approximately what percentage of the electoral votes will she receive if she meets this goal?


Transcript

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

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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