Jawab:
komposisi fungsi --> fog(x) = f { g(x)}
dan fungsi invers --> f(x) = y --> f⁻¹ (y) = x
Penjelasan dengan langkah-langkah:
fog(x) = 8x + 11 dan g(x) = 2x + 1
f{ g(x) } = 8x + 11
f {2x +1 } = 8x + 11
inversnya f⁻¹ (8x +11 ) = 2x + 1
f⁻¹ ( - 3/2 ) = ...
8x + 11 = - 3/2...kalikan 2
16x + 22 = - 3
16 x = - 25
x = - 25/6
.
f⁻¹ ( - 3/2 ) = 2 ( - 25/6 ) + 1
f⁻¹ ( - 3/2 ) = -50/6 + 1 = -50/6 + 6/6
f⁻¹ ( -3/2) = - 44/6 = - 22/3
" Life is not a problem to be solved but a reality to be experienced! "
© Copyright 2013 - 2024 KUDO.TIPS - All rights reserved.
Jawab:
komposisi fungsi --> fog(x) = f { g(x)}
dan fungsi invers --> f(x) = y --> f⁻¹ (y) = x
Penjelasan dengan langkah-langkah:
fog(x) = 8x + 11 dan g(x) = 2x + 1
f{ g(x) } = 8x + 11
f {2x +1 } = 8x + 11
inversnya f⁻¹ (8x +11 ) = 2x + 1
f⁻¹ ( - 3/2 ) = ...
8x + 11 = - 3/2...kalikan 2
16x + 22 = - 3
16 x = - 25
x = - 25/6
.
f⁻¹ ( - 3/2 ) = 2 ( - 25/6 ) + 1
f⁻¹ ( - 3/2 ) = -50/6 + 1 = -50/6 + 6/6
f⁻¹ ( -3/2) = - 44/6 = - 22/3