Đáp án:
$⇒A=4,05$
Giải thích các bước giải:
$A=\dfrac{1,25×10÷0,25×24,4×2}{6,1×2×0,25×4÷0,5}+(1-\dfrac{1}{2})×(1-\dfrac{1}{3})×...×(1-\dfrac{1}{20})$
$⇒A=\dfrac{1,25×5×2×4×6,1×4×2}{6,1×2×6,25×4×2}+\dfrac{1}{2}×\dfrac{2}{3}×...×\dfrac{19}{20}$
$⇒A=\dfrac{(6,25×2×4×6,1×2)×4}{(6,1×2×6,25×4×2)}+\dfrac{1×2×...×19}{2×3×..×20}$
$⇒A=4+\dfrac{1}{20}$
$⇒A=4+0,05$
$⇒A=4,05$