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[(8 × 4) − 10]^2 + 9

Mathematics
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if your simplifying then its 493
laura do you know how to solve it??
no

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Other answers:

Do you know the BODMAS rule
B- Bracket O- Over D- Divide M- Multiply A- Add S- Subtract
\[[(8 × 4) − 10]^2 + 9\]\[=[32 − 10]^2 + 9\]\[=[22]^2+9\]\[=484+9\]\[=493\]
also O can be replaced by E- Exponential
ok now i get it
in your problem you are having \[\large{[(8\times4)-10]^2+9}\]
so first do the bracket operations so first bracket operation would be \[\large{[(8\times4)-10]^2 + 9}\] \[=\large{[(32)-10]^2 + 9}\] Now remove the bracket so you will have \[=\large{[32-10]^2 + 9}\] now do the large brackets operation \[=\large{[22]^2 + 9}\] \[=\large{484 + 9}\] \[=\large{493}\]
ok now i get it

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