$$\Large 1\frac{3}{5} + 1\frac{8}{9} + 2\frac{4}{5}$$ = ?
 A) $$\Large 6\frac{19}{45}$$ B) $$\Large 6\frac{16}{45}$$ C) $$\Large 6\frac{17}{45}$$ D) $$\Large 6\frac{13}{45}$$

 D) $$\Large 6\frac{13}{45}$$

$$\Large 1\frac{3}{5}+1\frac{8}{9}+2\frac{4}{5} = \left(1+1+2\right) + \left(\frac{3}{5}+\frac{8}{9}+\frac{4}{5}\right)$$

$$\Large 4 + \frac{27+40+36}{45}$$

$$\Large 4 + \frac{103}{45} = 4 + 2\frac{13}{45} = 6\frac{13}{45}$$

Similar Questions
1). 19999 = ? 21111
 A). 0.947 B). 0.749 C). 0.497 D). 0.794
2). $$\Large \frac{1212}{0.5} = 6.06 \times ?$$
 A). 4.04 B). 400 C). 0.4 D). 0.44
3). $$\Large 33 + 371 \div 7$$ = ?
 A). 89 B). 85 C). 86 D). 84
4). $$\Large \left(39.3 \times 53.4\right) + \left(26.7 \times 5.9\right)$$ = ?
 A). 2520.15 B). 2256.15 C). 2562.15 D). 2652.15
5). $$\Large \frac{3}{4} of \frac{5}{6} of \frac{7}{10} of 1664$$ = ?
 A). 648 B). 762 C). 612 D). 728
6). If the fractions $$\Large \frac{19}{21}, \frac{21}{25}, \frac{25}{29}, \frac{29}{31} \ and \ \frac{31}{37}$$ are arranged in ascending order of their values, then which one will be the 2nd?
 A). $$\Large \frac{19}{21}$$ B). $$\Large \frac{21}{25}$$ C). $$\Large \frac{25}{29}$$ D). $$\Large \frac{29}{31}$$
7). $$\Large 783 \div 9 \div 0.75$$ = ?
 A). $$\Large \frac{25}{99}$$ B). $$\Large \frac{25}{90}$$ C). $$\Large \frac{25}{999}$$ D). $$\Large \frac{25}{9999}$$
10). Out of the fractions $$\Large \frac{5}{7},\frac{4}{9},\frac{6}{11}, \frac{2}{5} and \frac{3}{4}$$ what is the difference between the largest and the smallest fractions?
 A). $$\Large \frac{6}{13}$$ B). $$\Large \frac{11}{18}$$ C). $$\Large \frac{7}{18}$$ D). None of the above