A shipment of racquetballs with a mean diameter of 60 mm and a standard deviation of 0.9 mm is normally distributed. By how many standard deviations does a racquetball with a diameter of 58.2 mm differ from the mean?
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OpenStudy (haileynosidam):
@YanaSidlinskiy @uscrnamc @zachcrat can u help?
OpenStudy (zachcrat):
im working on it
OpenStudy (haileynosidam):
ok, thankyou !! :) @zachcrat
OpenStudy (zachcrat):
is it multiple choice?
OpenStudy (haileynosidam):
yes.
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OpenStudy (zachcrat):
what are your choices?
OpenStudy (haileynosidam):
0.9
1
2
3
OpenStudy (zachcrat):
2, because, the SD is .9, and 5.82 is 1.8 away from 60, 1.8/2 is .9 to repeat, 2 is the right answer
OpenStudy (haileynosidam):
thankyou !!! @zachcrat
OpenStudy (zachcrat):
np
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OpenStudy (haileynosidam):
can u help me with another one? @zachcrat
OpenStudy (zachcrat):
what is it
OpenStudy (haileynosidam):
Multiply: 5x3(2x4 − x3 + 3)
OpenStudy (zachcrat):
5*3(2*4-3x+3)?
OpenStudy (yanasidlinskiy):
Ok are those exponents??
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OpenStudy (zachcrat):
idk
OpenStudy (haileynosidam):
no, it's 5x^2(2x^4-x^3+3) @zachcrat
& yes @YanaSidlinskiy
OpenStudy (haileynosidam):
5x^3, pellet not ^2
OpenStudy (yanasidlinskiy):
\[5x^2(2x^4-x^3+3)\]
That??
OpenStudy (haileynosidam):
yes
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OpenStudy (haileynosidam):
but 5x^3
OpenStudy (zachcrat):
ok, gemdas
Groups: 2x^4-X^3+3 first
OpenStudy (haileynosidam):
ok?
OpenStudy (zachcrat):
2x*2x*2x*2x, have you learned the box method?
OpenStudy (yanasidlinskiy):
\[10x^7-5x^6+15x^3\]
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OpenStudy (haileynosidam):
these are the options:
7x7 − 5x6 + 15x3
10x7 − x3 + 3
10x7 − 5x6 + 15x3
10x12 − 5x9 + 15x3
so, it's C right?
OpenStudy (zachcrat):
yup
OpenStudy (yanasidlinskiy):
It's whatever I posted:)
OpenStudy (haileynosidam):
ok. thank y'all so much :)) @zachcrat @YanaSidlinskiy