Find the Height of the Parallelogram if the Area of Parallelogram is 36 cm² and Base is 9 cm and Base in 9 cm ?

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Find the Height of the Parallelogram if the Area of Parallelogram is 36 cm² and Base is 9 cm and Base in 9 cm ?

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Lydia · Answer

Given     :  The Area of Parallelogram is 36 cm² and Base is 9 cm.     To     Fin  d     :   Hei  ght  of the Parallelogram ?    _____________________    ❍ Let's consider the Height of the Parallelogram be   h   .       underline{ frak{As ~we~ know~ that~:}}        boxed{ sf pink{Area_{(Parallelogram)}~=~b~×~h}} ★    ~    Solu  tion     :  Here   b   is the Base of Parallelogram in cm &   h   is the Height of Parallelogram in cm. And we have given with the Area of Parallelogram is   36         cm²  .     ~     underline{ bf{Now ~By ~Substituting~ the ~Given~ Values~:}}    ~      ~~~~~~~~~~{ sf: implies{36~cm^{2}~=~9~×~h}}    ~~~~~~~~~~{ sf: implies{h~=~ dfrac{36}{9}}}    ~~~~~~~~~~{ sf: implies{h~=~ cancel dfrac{36}{6}}}    ~~~~~~~~~~: implies{ underline{ boxed{ frak{ pink{h~4~cm}}}}} ★     ~   Hence,      therefore underline{ sf{Height~ of ~the ~Parallelogram ~is~ bold{4~cm}}}      ~   ________________________________________________      V         E     R     I     F     I     C     A         T         I     O     N      :    ~       underline{ frak{As ~we ~know~ that~:}}      boxed{ sf pink{Area_{(Parallelogram)}~=~b~×~h}} ★    ~     Here   b   is the Base of Parallelogram in cm &   h   is the Height of Parallelogram in cm. And we have given with the Area of Parallelogram is   36         cm²  .   ~       underline{ bf{Now~ By ~Substituting ~the ~Given ~and~ Found~ Values~:}}    ~      ~~~~~~~~~~{ rm: implies{36~cm^{2}~=~9~×~4}}    ~~~~~~~~~~: implies boxed{ rm pink{36~cm^{2}~=~36~cm^{2}}} ★     ~~~~   qquad quad therefore underline{ textsf{ textbf{Hence Verified!}}}      ~     _    _    _    _    _    _    _    _    _    _    _    _    _    _    _    _    _    _    _    _    _    _    _    _    _    _    _    _    _    _    _    _    _    _    _    _    _    _    _    _    _    _        More         Information      :      ~~~   qquad quad underline{ textsf{ textbf pink{Formula's~of~Areas~:}}}       { rm leadsto{Square~=~(Side)^2}}        { rm leadsto{Rectangle~=~Length~×~Breadth}}        { rm leadsto{Triangle~=~ dfrac{1}{2}~×~Breadth ~×~Height}}        { rm leadsto{Scalene triangle~=~ sqrt{s(s~-~a)(s~-~b)(s~-~c)}}}        { rm leadsto{Rhombus~=~ dfrac{1}{2}~×~d_{1}~×~d_{2}}}        { rm leadsto{Rhombus~=~ dfrac{1}{2}p sqrt{4a^{2}~-~p^{2}}}}        { rm leadsto{Parallelogram~=~ Breadth~×~ Height}}        { rm leadsto{Trapezium~=~ dfrac{1}{2}(a~+~b)~×~Height}}        { rm leadsto{Equilateral~Triangle~=~ dfrac{ sqrt{3}}{4}(Side)^2}}

Emery · Answer

Answer:     Also, the area of the parallelogram ABCD is equal to 36 cm2. So, AB×x=36. Hence, the height of the parallelogram ABEF is 8.57 cm.            Best         of         luck         your         future

Josephine

a. Hexagon b. Octagon c. Septagon
d. Pentagon
3. Diameter is the longest
of a circle.
a. Arc
b. semicircl

4. Find the median of the scores 5, 8, 12, 14, 15, 16, 19 and 20.

2 thoughts on “Find the Height of the Parallelogram if the Area of Parallelogram is 36 cm² and Base is 9 cm and Base in 9 cm ?<br /><br />•Don’t”

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Hence,

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Find the Height of the Parallelogram if the Area of Parallelogram is 36 cm² and Base is 9 cm​ and Base in 9 cm ?•Don’t