a) From the figure, find the ratio of
(i) The number of squares to the number
of triangles.
(ii) The number of circles to the number
of rectangles.
(iii) The number of circles to the total
number of figures
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Answer:
Step-by-step explanation:
SOLUTION:
As per the figures
Number of triangles = 3
number of squares = 2
number of circles = 2
[total number of figures = 3+2+2 = 7]
i) \frac{number\ of\ triangles\ }{number\ of\ circles\ inside\ \ the\ rec\tan gle\ }=\ \frac{3}{2}=\ 3:2\
number of circles inside the rectangle
number of triangles
=
2
3
= 3:2
ii) \frac{number\ of\ square}{all\ the\ figures\ inside\ the\ rec\tan gle}=\frac{2}{7}=\ 2:7\
all the figures inside the rectangle
number of square
=
7
2
= 2:7
iii) \frac{number\ of\ circles}{all\ the\ figures\ inside\ the\ rec\tan gle}=\frac{2}{7}=2:7
all the figures inside the rectangle
number of circles
=
7
2
=2:7
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