11. Use a suitable identity to find the product:
(x+ 4) (x+4)
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Answer:
We use identities
(x+a)(x+b)=x2+(a+b)x+ab and x2−y2=(x+y)(x−y)
(i) (x+4)(x+10)
=x2+(4+10)x+(4)(10)
=x2+14x+40
(ii) (x+8)(x−10)
=x2+(8−10)+(8)(−10)
=x2−2x−80
(iii) (3x+4)(3x+5)
=(3x)2+(4−5)3x+(4)(−5)
=9x2−3x−20
(iv) (y2+23)(y2−23)
=(y2)2−(23)2
=y4−49
(v) (3−2x)(3+2x)
=(3)2−(2x)2=9−4x2
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