Kuis +50 poin dari kexcvi: x = _________________

By Admin ReiPosted on October 29, 2022

Kuis +50 poin dari kexcvi:
x = _________________

Kuis +50 poin dari kexcvi:
x = _________________

$sqrt{16+sqrt{150+sqrt{62044+sqrt{107937+sqrt{x}}}}}=6$

$left(sqrt{16+sqrt{150+sqrt{62044+sqrt{107937+sqrt{x}}}}}right)^2=6^2$

$16+sqrt{150+sqrt{62044+sqrt{107937+sqrt{x}}}}=36$

$sqrt{150+sqrt{62044+sqrt{107937+sqrt{x}}}}=36-16$

$sqrt{150+sqrt{62044+sqrt{107937+sqrt{x}}}}=20$

$left(sqrt{150+sqrt{62044+sqrt{107937+sqrt{x}}}}right)^2=20^2$

$150+sqrt{62044+sqrt{107937+sqrt{x}}}=400$

$sqrt{62044+sqrt{107937+sqrt{x}}}=400-150$

$sqrt{62044+sqrt{107937+sqrt{x}}}=250$

$left(sqrt{62044+sqrt{107937+sqrt{x}}}right)^2=250^2$

$62044+sqrt{107937+sqrt{x}}=62500$

$sqrt{107937+sqrt{x}}=62500-62044$

$sqrt{107937+sqrt{x}}=456$

$left(sqrt{107937+sqrt{x}}right)^2=456^2$

$107937+sqrt{x}=207936$

$sqrt{x}=207936-107937$

$sqrt{x}=99999$

$red{huge{x=99999^2}}$

$boxed{boxed{red{x=9.999.800.001}}}$

● Bab bilangan eksponen

● Materi Kelas 9 SMP

● Mapel Matematika

$small{green{mathfrak{jawaban : dan : langkah : langkah}}}$

$sqrt{16 + sqrt{150 + } sqrt{107937} + sqrt{x} = 6 }$

Cari nilai x nya !

$small{orange{mathfrak{jawaban}}}$

$x = 99.999 {}^{2} \ = 9.999.800.001$

$small{purple{mathfrak{pembahasan}}}$

$Jika : ada sqrt{a} = x : maka : a = x^2$

Untuk mencari nilainya kita hilangkan satu per satu akarnya dan samping kanan menjadi pangkat

$small{blue{mathfrak{penyelesaian}}}$

Sudah saya siapkan di lampiran

$small{red{mathfrak{semoga : membantu : ok}}}$

Gambar Jawaban