simplify [ 5*(25)^a+1 - 25 * (5)^2a ] / [5*(5)]^2a+3 - (25)^a+1
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(i) x
2
(x+5)−5(x+5)+25
=x
3
+5x
2
−5x−25+25
=x
3
+5x
2
−5x
(ii) a
2
b
3
+3a
2
+5b
3
+15+5
=a
2
b
3
+3a
2
+5b
3
+20
(iii) t(t
2
−s)+s
2
(t
2
−s)
=t
3
−st+s
2
t
2
−s
3
(iv) a(c−d)+b(c−d)+a(c+d)−b(c+d)+2(ac+bd)
=ac−ad+bc−bd+ac+ad−bc−bd+2ac+2bd
=4ac
(v) 2x
2
+xy+2xy+y
2
+x
2
−xy+2xy−2y
2
=2x
2
+x
2
+y
2
−2y
2
+xy+2xy−xy+2xy
=3x
2
+4xy−y
2
(vi) x
3
−x
2
y+xy
2
+x
2
y−xy
2
+y
3
=x
3
+y
3
+(xy
2
−xy
2
)+(x
2
y−x
2
y)
=x
3
+y
3
(vii) 2.25x
2
+6xy+4.5x−6xy−16y
2
−12y−4.5x+12y
=2.25x
2
−16y
2
(viii) a(a+b+c)+b(a+b−c)+c(a+b−c)
=a
2
+ab−ac+ab+b
2
−bc+ac+bc−c
2
=a
2
+b
2
−c
2
+(ab+ab)+(bc−bc)+(ca−ca)
=a
2
+b
2
−c
2
+2ab
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