Factorise: 81a4 – 16b4 from Mathematics Factorisation

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 Multiple Choice QuestionsShort Answer Type

141.

Factorise:
p2 - 8p + 16

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142.

Factorise:

121x2 + 44xy + 4y2

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143.

Factorise: 54x2 – 96y2

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144.

Factorise: 81a4 – 16b4


We have      81a2 - 16b4 = (9a2)2 - (4b2)2

                                 = left parenthesis 9 straight a squared space plus space 4 straight b squared right parenthesis space left parenthesis 9 straight a squared space minus space 4 straight b squared right parenthesis

                                     [Using A2 - B2 = (A + B)(A - B)]

                                 = left parenthesis 9 straight a squared space plus space 4 straight b squared right parenthesis space left square bracket left parenthesis 3 straight a right parenthesis squared space minus space left parenthesis 2 straight a right parenthesis squared right square bracket

                                 =space space space space left parenthesis 9 straight a squared space plus space 4 straight b squared right parenthesis space left square bracket left parenthesis 3 straight a space plus space 2 straight b right parenthesis left parenthesis 3 straight a space minus 2 straight b right parenthesis right square bracket

                                 = left parenthesis 9 straight a squared space plus space 4 straight b squared right parenthesis left parenthesis 3 straight a space plus space 2 straight b right parenthesis left parenthesis 3 straight a space minus space 2 straight b right parenthesis

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145.

Divide:

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#6 {main}</pre>

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146.

Simplify: –45p3 + 9p2

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147.

Simplify: 4x2y2(3z – 24) + 36xy(z – 8)

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148.

Divide: 81x3(50x2 – 98) by 27x2(5x + 7)

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149.

Factorise:  54 straight x squared space plus space 42 straight x cubed space minus space 30 straight x to the power of 4

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150.

Factorise: 2 straight x squared yz space plus space 2 xy squared straight z space plus space 4 xyz squared

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