(sqrt(sqrt(40)+6)+sqrt(sqrt(40)-6))^2. Created by AlexChernigov. algebra-ru

(sqrt(sqrt(40)+6)+sqrt(sqrt(40)-6))^2...

AlexChernigov @AlexChernigov

July 2022 1 4 Report

(sqrt(sqrt(40)+6)+sqrt(sqrt(40)-6))^2

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sedinalana

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$( \sqrt{ \sqrt{40} +6} + \sqrt{ \sqrt{40}-6 } )^2= \sqrt{40} +6+$ $2 \sqrt{( \sqrt{40}+6)( \sqrt{40} -6) } + \sqrt{40}-6 =2 \sqrt{40} +2 \sqrt{40-36}=$ $2*2 \sqrt{10} +2 \sqrt{4} =4 \sqrt{10} +4$

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AlexChernigov Я искал формулу отдельно в каждом корне. Спасибо большое! Всего лучшего!

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x0 reshitne podborom i posle resheniya obyasnit poluchivsheesya

tochki o i c razmesheny v raznyh poluploskostyah otnositelno pryamoj ab izvestno

najdite ordinaty obshih tochek grafikov funkcij yx22 i y2x 12

kakie rasteniya razmnozhayutsya listetebelnymi cherenkami vyvodkovymi pochkami priv

kakie prisposobleniya dolzhny byt u plodov rasprostranyaemyh vodoj samorazbrasyva

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