I Find the products- a2 - 2a22 - 4a26

Name: NCERT - Grade 08 - Mathematics - Algebraic Expressions and Identities - Q12_1
Uploaded: 2022-07-04T10:36:42+05:30
Description: (a^2)× (2a^22)×(4a^26)=(2×4)(a^2× a^22× a^26) 8× a^2+22+26 = 8a^50 ...

(a^2)× (2a^22)×(4a^26)=(2×4)(a^2× a^22× a^26) 8× a^2+22+26 = 8a^50 ...

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Standard VIII

Mathematics

Multiplication of Monomials

i Find the pr...

Question

Question 3(i)
Find the products:
$(a^{2}) \times (2 a^{22}) \times (4 a^{26})$

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Solution

$(a^{2}) \times (2 a^{22}) \times (4 a^{26}) = (2 \times 4) (a^{2} \times a^{22} \times a^{26})$
$8 \times a^{2 + 22 + 26}$
$= 8 a^{50}$

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Q. Question 3(i)
Find the products:

(a^{2}) \times (2 a^{22}) \times (4 a^{26})

Q. Find the product:

a^{2} \times 2 a^{22} \times 4 a^{26}

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(a^{2}) \times (2 a^{22}) \times (4 a^{26})

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Multiplication of Monomials

Standard VIII Mathematics

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Question 3(i) Find the products: (a2)×(2a22)×(4a26)

(a2)×(2a22)×(4a26)=(2×4)(a2×a22×a26) 8×a2+22+26 =8a50

Question 3(i)
Find the products:
$(a^{2}) \times (2 a^{22}) \times (4 a^{26})$

$(a^{2}) \times (2 a^{22}) \times (4 a^{26}) = (2 \times 4) (a^{2} \times a^{22} \times a^{26})$
$8 \times a^{2 + 22 + 26}$
$= 8 a^{50}$