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\frac{1440\times 23}{48}-1440\times \frac{25}{48}\times 0.48-1440\times \frac{25}{48}\times \frac{8}{35}
Express 1440\times \frac{23}{48} as a single fraction.
\frac{33120}{48}-1440\times \frac{25}{48}\times 0.48-1440\times \frac{25}{48}\times \frac{8}{35}
Multiply 1440 and 23 to get 33120.
690-1440\times \frac{25}{48}\times 0.48-1440\times \frac{25}{48}\times \frac{8}{35}
Divide 33120 by 48 to get 690.
690-\frac{1440\times 25}{48}\times 0.48-1440\times \frac{25}{48}\times \frac{8}{35}
Express 1440\times \frac{25}{48} as a single fraction.
690-\frac{36000}{48}\times 0.48-1440\times \frac{25}{48}\times \frac{8}{35}
Multiply 1440 and 25 to get 36000.
690-750\times 0.48-1440\times \frac{25}{48}\times \frac{8}{35}
Divide 36000 by 48 to get 750.
690-360-1440\times \frac{25}{48}\times \frac{8}{35}
Multiply 750 and 0.48 to get 360.
330-1440\times \frac{25}{48}\times \frac{8}{35}
Subtract 360 from 690 to get 330.
330-\frac{1440\times 25}{48}\times \frac{8}{35}
Express 1440\times \frac{25}{48} as a single fraction.
330-\frac{36000}{48}\times \frac{8}{35}
Multiply 1440 and 25 to get 36000.
330-750\times \frac{8}{35}
Divide 36000 by 48 to get 750.
330-\frac{750\times 8}{35}
Express 750\times \frac{8}{35} as a single fraction.
330-\frac{6000}{35}
Multiply 750 and 8 to get 6000.
330-\frac{1200}{7}
Reduce the fraction \frac{6000}{35} to lowest terms by extracting and canceling out 5.
\frac{2310}{7}-\frac{1200}{7}
Convert 330 to fraction \frac{2310}{7}.
\frac{2310-1200}{7}
Since \frac{2310}{7} and \frac{1200}{7} have the same denominator, subtract them by subtracting their numerators.
\frac{1110}{7}
Subtract 1200 from 2310 to get 1110.