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$displaystyle sf int limits^{6} _{4}( {16x}^{3} )dx$

Tsel-CicakTerbang

Integral tertentu~

$displaystyle sf int limits^{6} _{4}( {16x}^{3} )dx$

$sf = frac{ {16x}^{ 3 + 1 } }{3 + 1} \$

$sf = frac{ {16x}^{4} }{4} \$

$sf = frac{(16 div 4) {x}^{4} }{(4 div 4)} \$

$sf = {4x}^{4} | _4^{6}$

= (4(6)⁴) – (4(4)⁴)

= (4(6 × 6 × 6 × 6) – (4(4 × 4 × 4 × 4))

= (4(1.296)) – (4(256))

= 5.184 – 1.024

= 4.160 Satuan Luas

Krksi

Penjelasan dengan langkah-langkah:

$displaystylesfintlimits_{4}^{6}({16x}^{3})~dx$

$displaystylesfint({16x}^{3})~dx$

$sf=frac{16}{3+1}{x}^{3+1}$

$sf=frac{cancel{16}}{cancel{4}}{x}^{4}$

$sf={4x}^{4}~~{^{6}}|_{4}$

=4(6⁴) – 4(4⁴)

=4(1.296) – 1.024

=5.184 – 1.024

=4.160 SL