Simplifying Fractions

A) Write the following fractions in simplest form. 

1. $\dfrac{45}{90}$

2. $\dfrac{15}{33}$

3. $\dfrac{44}{48}$

4. $\dfrac{27}{54}$

5. $\dfrac{20}{45}$

6. $\dfrac{15}{60}$

7. $\dfrac{16}{4}$

8. $\dfrac{42}{6}$ 

9. $\dfrac{10}{45}$

10. $\dfrac{11}{77}$

B) Are the following fractions equiviliant? (YES or NO) 

1. $\dfrac{3}{4},\dfrac{5}{8}$

2. $\dfrac{7}{14},\dfrac{6}{12}$

3. $\dfrac{18}{20},\dfrac{10}{15}$ 

4. $\dfrac{60}{90},\dfrac{10}{15}$ 

5. $\dfrac{27}{36},\dfrac{75}{100}$ 

6. $\dfrac{1}{8},\dfrac{16}{32}$ 

7. $\dfrac{9}{27},\dfrac{1}{3}$

8. $\dfrac{13}{42},\dfrac{16}{39}$

9. $\dfrac{14}{63},\dfrac{18}{52}$

10. $\dfrac{19}{95},\dfrac{1}{5}$

C) Write two fractions that are equivalent to the given fraction. 

1. $\dfrac{8}{12}$ 

2. $\dfrac{36}{96}$ 

3. $\dfrac{25}{100}$ 

4. $\dfrac{100}{300}$ 

5. $\dfrac{64}{72}$ 

6. $\dfrac{36}{42}$ 

7. $\dfrac{25}{75}$ 

8. $\dfrac{60}{108}$

9. $\dfrac{24}{48}$ 

10. $\dfrac{52}{64}$