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.
hey. it is not correct
what is the correct answer
answer is 187.44
now plz check
answer is 187.44
the difference of 0.01 is acceptable.
aa
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