find the shaded region
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REFER TO FIRST PAGE ONLY.
side of equilateral triangle is 14cm.
area of equilateral triangle=√3/4×side×side
=√3/4×14×14
=√3/4×196
=√3×49
=1.73×49
=84.77sq.cm
area of equilateral triangle ABC is 84.77sq.cm.
AREA OF CIRCLE
=π×r×r
=22/7×7×7
=154sq.cm
area of circle is 154sq.cm.
area of shaded region
=(area of circle - area of sector)+(area of triangle-area of sector)
=(154-25.67)+(84.77-25.67)
=128.33+59.1
=187.43sq.cm
Therefore,
the area of shaded region is 187.43sq.cm
hope this helps!!!
side of equilateral triangle is 14cm.
area of equilateral triangle=√3/4×side×side
=√3/4×14×14
=√3/4×196
=√3×49
=1.73×49
=84.77sq.cm
area of equilateral triangle ABC is 84.77sq.cm.
AREA OF CIRCLE
=π×r×r
=22/7×7×7
=154sq.cm
area of circle is 154sq.cm.
area of shaded region
=(area of circle - area of sector)+(area of triangle-area of sector)
=(154-25.67)+(84.77-25.67)
=128.33+59.1
=187.43sq.cm
Therefore,
the area of shaded region is 187.43sq.cm
hope this helps!!!
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pratik40:
if it is correct and based on perfect concepts then mark as brainliest answer.
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