Math, asked by ABanerjee0047, 9 months ago

Find the area of a rectangular part which is 183/5m long and 82/5m broad

Answers

Answered by tejaswininalla
1

Answer:

600.24

Step-by-step explanation:

Area of rectangle = length*breadth

                              = 183/5*82/5

                              = 36.6*16.4

                              = 600.24

Answered by EuphoricEpitome
1

\huge\mathbb\pink{Answer}

» We know that,

\pink{Area\:of\:rectangle = length × breadth}

» Given:

l = \frac{183}{5}m

b = \frac{82}{5}

» by putting the values in formula.

area = (l ×b)

= \frac{183}{5} × \frac{82}{5}\\ \\ \\</p><p>= \frac{589006}{25} \\ \\ \\</p><p>=  23560.24 \\ \\ \\</p><p>{\pink{\boxed{Area = 23560.24 m^2}}}

Extra Information -

\begin{tabular}{ | c | c | c |} Figure &amp;Area &amp; Perimeter\\ \cline{1 - 3}1. Square &amp; (side)^2 &amp; 4.side \\\cline{1-3} 2.Rectangle &amp; l.b &amp; 2(l+b) \\\cline{1-3} 3. Circle &amp; \pi r^2 &amp; 2\pi r \end{tabular}

\pink{Quadrilaterals}- is a polygon with four edges and four vertices or corners.

\underline{\sf{Types\ of\ quadrilaterals :}} \\ \\ \tt \begin{cases} \rightarrow Concave\\ \rightarrow Convex \end{cases}

Concave quadrilaterals - Concave quadrilaterals are four sided polygons that have one interior angle that exceeds 180 degrees.

Convex quadrilaterals - Convex quadrilateral is a four sided polygon that has interior angles that measure less than 180 degrees each.

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