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Maharashtra State BoardSSC (English Medium) 8th Standard

Expand. (m + 2n + 3r)2 - Marathi (Second Language) [मराठी (द्वितीय भाषा)]

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Question

Expand.

(m + 2n + 3r)2

Sum

Solution

It is known that,

\[\left( a + b + c \right)^2  =  a^2  +  b^2  +  c^2  + 2ab + 2bc + 2ac\]

\[\   \left( m + 2n + 3r \right)^2 \] 

\[ =  \left( m \right)^2  +  \left( 2n \right)^2  +  \left( 3r \right)^2  + 2 \times m \times 2n + 2 \times 2n \times 3r + 2 \times m \times 3r \]

\[ =  m^2  + 4 n^2  + 9 r^2  + 4mn + 12nr + 6mr\]

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Chapter 5: Expansion formulae - Practice Set 5.4 [Page 28]

APPEARS IN

Balbharati Mathematics [English] 8 Standard Maharashtra State Board
Chapter 5 Expansion formulae
Practice Set 5.4 | Q 1.2 | Page 28
Balbharati Integrated 8 Standard Part 1 [English Medium] Maharashtra State Board
Chapter 3.5 Expansion formulae
Practice Set 5.4 | Q 1. (2) | Page 67
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