Mathematics, 30.01.2022 19:50 21smartness21
Write the following expression as a fraction in lowest terms: \[2 + \cfrac{2}{2 + \cfrac{3}{3 + \cfrac{4}{4 + 5}}}.\]
Answers: 1
![\[2 + \cfrac{2}{2 + \cfrac{3}{3 + \cfrac{4}{4 + 5}}}\]=](/tpl/images/2639/8771/b17f4.png)
![\[2 + \cfrac{2}{2 + \cfrac{3}{3 + \cfrac{4}{9}}}\]=](/tpl/images/2639/8771/f770a.png)
![\[2 + \cfrac{2}{2 + \cfrac{3}{\cfrac{31}{9}}}\]=](/tpl/images/2639/8771/b49ad.png)
![\[2 + \cfrac{2}{2 + \cfrac{27}{31} }}}\]=](/tpl/images/2639/8771/baa6b.png)
![\[2 + \cfrac{2}{ \cfrac{62+27}{31} }}}\]=](/tpl/images/2639/8771/e7b6b.png)
![\[2 + \cfrac{2}{ \cfrac{89}{31} }}}\]=](/tpl/images/2639/8771/cfe26.png)
![\[2 + \cfrac{62}{{89} }}}\]=](/tpl/images/2639/8771/50788.png)
![\[2 \cfrac{62}{{89} }}}\]](/tpl/images/2639/8771/990fa.png)
![\[2 + \cfrac{2}{2} + \cfrac{3}{3} + \cfrac{4}{4 + 5}}}\]](/tpl/images/2639/8771/12098.png)
can be simplified to just 1 because 2 ÷ 2 = 1
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Write the following expression as a fraction in lowest terms:
\[2 + \cfrac{2}{2 + \cfrac{3}{3 + \c...
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