Question

5. Each side of a rhombus is of 5 m. & its one of the
diagonal is of 6 m. Find its area.​

Answer 1

Answer:

area of rhombus=1/2 ×product of its diagonals

Step-by-step explanation:

hope this will help u

Answer 2

Answer:

The length of side of a rhombus is 5m and one of its diagonal is 8 m. Then what is the length of the other diagonal?

\underline{\mathfrak{\huge{Answer:}}}Answer:

Length of the side of the rhombus = 5 m

Length of the diagonal of the rhombus = 8 m

We know that :-

\tt{The\:diagonals\:of\:rhombus\:bisect\:each\:other\:at\:right\:angles.}Thediagonalsofrhombusbisecteachotheratrightangles.

Due to that property, the half of the other diagonal will be :-

By the Pythagoras Theorem:-=》 \tt{H^{2} = P^{2} + B^{2}}H2=P2+B2

=》 \tt{5^{2} = 4^{2} + x^{2}}52=42+x2

=》 \tt{25 - 16 = x^{2}}25−16=x2

=》 \tt{9 = x^{2}}9=x2

=》 \tt{x = 3 m}x=3m

Now, that we have the half of the length of the other diagonal, we can say that the length of the diagonal = 3 × 2 (m)

=》 \boxed{\tt{6 m}}6m