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\frac{35}{\lceil \frac{9+\frac{48}{4}-19}{2}+2\left(24-2\times 11\right)+2\rceil }+\frac{75-15\times 3}{\frac{24}{4}}
Iddividi 54 b'6 biex tikseb9.
\frac{35}{\lceil \frac{9+12-19}{2}+2\left(24-2\times 11\right)+2\rceil }+\frac{75-15\times 3}{\frac{24}{4}}
Iddividi 48 b'4 biex tikseb12.
\frac{35}{\lceil \frac{21-19}{2}+2\left(24-2\times 11\right)+2\rceil }+\frac{75-15\times 3}{\frac{24}{4}}
Żid 9 u 12 biex tikseb 21.
\frac{35}{\lceil \frac{2}{2}+2\left(24-2\times 11\right)+2\rceil }+\frac{75-15\times 3}{\frac{24}{4}}
Naqqas 19 minn 21 biex tikseb 2.
\frac{35}{\lceil 1+2\left(24-2\times 11\right)+2\rceil }+\frac{75-15\times 3}{\frac{24}{4}}
Iddividi 2 b'2 biex tikseb1.
\frac{35}{\lceil 1+2\left(24-22\right)+2\rceil }+\frac{75-15\times 3}{\frac{24}{4}}
Immultiplika 2 u 11 biex tikseb 22.
\frac{35}{\lceil 1+2\times 2+2\rceil }+\frac{75-15\times 3}{\frac{24}{4}}
Naqqas 22 minn 24 biex tikseb 2.
\frac{35}{\lceil 1+4+2\rceil }+\frac{75-15\times 3}{\frac{24}{4}}
Immultiplika 2 u 2 biex tikseb 4.
\frac{35}{\lceil 5+2\rceil }+\frac{75-15\times 3}{\frac{24}{4}}
Żid 1 u 4 biex tikseb 5.
\frac{35}{\lceil 7\rceil }+\frac{75-15\times 3}{\frac{24}{4}}
Żid 5 u 2 biex tikseb 7.
\frac{35}{7}+\frac{75-15\times 3}{\frac{24}{4}}
It-tqarrib 'il fuq tan-numru reali a huwa l-iżgħar numru ta' numru sħiħ ikbar minn jew ugwali għal a. Il-limitu ta' 7 huwa 7.
5+\frac{75-15\times 3}{\frac{24}{4}}
Iddividi 35 b'7 biex tikseb5.
5+\frac{75-45}{\frac{24}{4}}
Immultiplika 15 u 3 biex tikseb 45.
5+\frac{30}{\frac{24}{4}}
Naqqas 45 minn 75 biex tikseb 30.
5+\frac{30}{6}
Iddividi 24 b'4 biex tikseb6.
5+5
Iddividi 30 b'6 biex tikseb5.
10
Żid 5 u 5 biex tikseb 10.