a student scores 71 out of 100 on a test. if the maximum score on the next test is also 100 points, what score does a student need to maintain at least an average of 82?
do you know how to find the average of two things?
adding the 2 things together then dividing?
right, so 72 plus something (the other score) divided by 2 is 82 can you write an equation for that?
71+100=71 and from there i got stuck and confuse lol
sorry
171 sorry
am i right?
why did you set it equal to 71? the result we want is 82 also, you forgot to put the division by two in your equation
71 plus something divided by the total number of things (which is two) equals the average we want, which is 82
translate what I just wrote in english very carefully into math symbols, and see what you get
how can I write "71 plus something" in mathematical notation?
100+71?
no, that would be "one hundred plus seventy-one" we want "seventy-one plus something" How can I represent "something" in algebra?
somethign we don't know...
so would i write 71+82?
no, that would be "seventy-one plus 82" we want "seventy-one plus something we don't know" you have replaced "something we don't know" with "82," which is clearly something we *do* know. How can I represent "something we don't know" in algebra? The answer is with a *symbol*, usually a letter like "x" So try one more time please to translate "seventy-one plus something" into mathematical notation
71+x
im very sorry im very bad at math
71+x=82
good! now we need to add the "divided by the number of things" part we have two things, so...?
so now we want to translate "seventy-one plus something divided by two"
71+82 divided 2?
i am so lost im very sorry
you changed x to 82... it was correct before
before i get on your nerves i will just let you go because now i am so lost and confused now lol
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