Evaluate using suitable identities : $(104)^{3}$
$1124864$
$1088844$
$1126866$
$1224844$
We have
$(104)^{3}=(100+4)^{3}$
$=(100)^{3}+(4)^{3}+3(100)(4)(100+4)$
(Using Identity $VI$)
$=1000000+64+124800$
$=1124864$
Use suitable identities to find the products : $(x+8)(x-10)$
Factorise of the following : $8 a^{3}-b^{3}-12 a^{2} b+6 a b^{2}$
Factorise $8 x^{3}+27 y^{3}+36 x^{2} y+54 x y^{2}$
Evaluate the following products without multiplying directly : $95 \times 96$
Expand $(4a -2b -3c)^2.$
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