Question

(b) The area and one side of a parallelogram are 5450 cm2 and 200 cm respectively. The corresponding
altitude is
(i27.25 cm
y
(ii) 27.50 cm (iii) 55 cm (iv) 2.725 cm
​

Answer 1

Appropriate Question:

The area and one side of a parallelogram are 5450 cm² and 200 cm respectively. The corresponding

altitude (Height ) is _____?

(i) 27.25 cm

(ii) 27.50 cm

(iii) 55 cm

(iv) 2.725 cm

_________________________________

Given: Area of the Parallelogram is 5450cm² and Base is 200cm respectively .

To Find: The altitude (Height) of the Parallelogram .

$\begin{gathered}\\ \end{gathered}$

$~~\dag~{\large{\underline{\frak{~As~we~know~that:~}}}}$

$\star \: {\large{\boxed{\sf{\pink{Area_{(Parallelogram) } = Base \times Height}}}}}$

$\begin{gathered}\\ \end{gathered}$

Step By Step Explanation:-

Area of Parallelogram = 5450cm²

Base of Parallelogram = 200cm²

Height Of Parallelogram = ?

$\begin{gathered}\\ \end{gathered}$

Now:

$\begin{gathered}\\ \end{gathered}$

$\begin{gathered} :\implies \sf{Area~of~Parallelogram = {5450cm}^{2} } \\\\\\ :\implies \sf {~Base \times Height ~~~ = {5450cm}^{2} } \\\\\\ :\implies\sf{~200cm ~\times~ Height = {5450cm}^{2} } \\\\\\ :\implies\sf {~~~Height ~= \sf\dfrac{Area}{Base} }\\\\\\ :\implies \sf{~~Height ~= \sf\dfrac{5450}{200} }\\\\\\ :\implies\sf{\underline {\boxed{\frak{\orange{~height~ is ~ 27.25 cm}}}}}\\ \end{gathered}$

$\therefore {\underline {\frak{~ height ~of~ the~ Parallelogram ~is ~ (i) ~ 27.25cm}}}$

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Answer 2

Answer:

hope this helps u my friend