Math, asked by tasneemrajkotwala18, 9 months ago

Please answer the questions and show the method.​

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Answered by Itzraisingstar
2

Answer:

Hey mate here is your answer.

Step-by-step explanation:

For a cuboid:

base area лr²:180cm²,

volume:900cm³,

height(h):?,

Volume of a cuboid:base area×height,

900=лr²h,

900=180×h,

h=900/180,

h=5 cm.

So,the height of cuboid is 5 cm.

Hope it helps you,

Please do mark me as Brain-lest.

Answered by StarrySoul
6

 \bf \large{ Given  :  }

• Base Area = 180 {cm}^{2}

• Volume = 900 {cm}^{3}

 \bf \large{ To  \: Find  :   }

• Height of the Cuboid

 \bf \large{  Solution  :    }

We know that Cuboid has 6 Faces and all the faces are Rectangular in shape.

Here, Base Area equals to the Area of Rectangle.

We know that,

 \bigstar \boxed{ \red{ \sf \: Area  \: of \:  Rectangle  = Length \times  Breadth}}

 \longrightarrow \sf 180 {cm}^{2} =   Length  \times Breadth....(i)

Now,

 \bigstar \boxed{ \red{ \sf \:  Volume \:  of  \: Cuboid     = Length \times  Breadth \times \: Height }}

Putting The Value of Equation i)

 \longrightarrow \sf 900 =  \: 180 \times h

 \longrightarrow \sf \: 180 h = 900

 \longrightarrow \sf \: h =   \cancel\dfrac{900}{180}

 \longrightarrow \sf \: h =  5 \: cm

Hence,Height of the Cuboid is 5 cm

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