Question

15. Find the area of the rhombus
whose diagonals are of length 10m
and 12m​

Answer 1

$\tt{Answer:-}$

• The area of the rhombus is 60m²

Step-by-step explanation:

$\frak {Given }= \begin{cases} &\sf{The\:Length\: of\:the\:diagonal\:1 \: =\: 10m.} \\ \\\\&\sf{The\:Length\: of\:the\:diagonal\:2\: =\: 12m.}\end{cases}$

$\frak{To\:find\:=\:}$ The area of the rhombus

$\tt{Solution:-}$

• Here we have given that the length of its diagonals is 10m and 12m. To find the area of the rhombus we will simply use the formula.

$\sf{\longmapsto\:Area\:of\:rhombus\:=\:\dfrac{d₁\:\times\:d₂}{2}}$

where,

• d₁ = diagonal 1 = 10m
• d₂ = diagonal 2 = 12m

$\sf{\longmapsto\:Area\:of\:rhombus\:=\:\dfrac{d₁\:\times\:d₂}{2}}$

$\sf{\longmapsto\:Area\:of\:rhombus\:=\:\dfrac{10m\:\times\:12m}{2}}$

$\sf{\longmapsto\:Area\:of\:rhombus\:=\:\dfrac{120}{2}}$

$\sf{\longmapsto\:Area\:of\:rhombus\:=\:60m^{2}}$

Answer 2

Answer:

Solution :

Given :

• 1st diagonal = 10 m
• 2nd diagonal = 12 m

To find :

• Area of Rhombus

Solution :

• Area = ( d1 x d2 ) / 2
• ( 10 x 12 ) / 2
• 120/2
• 60 m²

Answer : 60 m²