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Subtract: 3t4 – 4t3 + 2t2 – 6t + 6 from – 4t4 + 8t3 – 4t2 – 2t + 11 - Mathematics

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Question

Subtract:

3t4 – 4t3 + 2t2 – 6t + 6 from – 4t4 + 8t3 – 4t2 – 2t + 11

Sum

Solution

We have,

3t4 – 4t3 + 2t2 – 6t + 6 and – 4t4 + 8t3 – 4t2 – 2t + 11

The required difference is given by (– 4t4 + 8t3 – 4t2 – 2t + 11) – (3t4 – 4t3 + 2t2 – 6t + 6)

= – 4t4 + 8t3 – 4t2 – 2t + 11 – 3t4 + 4t3 – 2t2 + 6t – 6

= (– 4t4 – 3t4) + (8t3 + 4t3) + (– 4t2 – 2t2) + (–2t + 6t) + (11 – 6)  ...[Grouping like terms]

= –7t4 + 12t3 – 6t2 + 4t + 5

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Chapter 7: Algebraic Expression, Identities and Factorisation - Exercise [Page 230]

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NCERT Exemplar Mathematics [English] Class 8
Chapter 7 Algebraic Expression, Identities and Factorisation
Exercise | Q 82. (iv) | Page 230
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