Before proceeding to the solution of examples and problems be sure to read the theoretical part of the lesson
Equivalent fractions
1. Write the equivalent fractions shown by the shaded areas in each pair of diagrams.а) 1/6, 2/6; b) 1/3, 2/3;
c) 1/3,
1/6; d) 1/3,
2/6.
2. Write the equivalent fractions shown
by the shaded areas in each pair of diagrams.
c) 1/8,
2/8; d) 1/4,
2/4.
c) 2/4,
4/4; d) 2/4,
2/8.
b) 12/16, 6/16;
c) 12/32,
6/16;
d) 12/32, 6/32.
d) 12/32, 6/32.
5. Write the equivalent fractions
shown by the shaded areas in each pair of diagrams.
а) 3/4,
9/12; b) 3/4,
3/12;
c) 3/4,
9/4; d) 3/12,
9/12.
6. Write the equivalent fractions
shown by the shaded areas in each pair of diagrams.
а) 1/4,
1/100;
b) 1/100,
25/100;
c) 1/4,
25/4;
d) 1/4, 25/100.
d) 1/4, 25/100.
7. What fraction of £1
is
10p
а) 1/100; b)
1;
c) 1/10; d)
11.
8.
What fraction of £1 is
25p
а) 125; b) 1/4;
c) 25; d)
1/25.
9.
What fraction of £1 is
40p
а)
1/40; b)
2/40;
c) 2/5; d)
1/5.
10. What fraction of £1
is
3p
а) 3/100; b)
3/10;
c) 1/3; d)
1.
11. What fraction of £1
is
65p
а) 11/20; b) 13/20;
c) 13/15; d)
11/15.
12. What fraction of £1
is
48p
а) 1/25; b)
1/50;
c) 12/50; d) 12/25.
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