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(x+4) and (x–5) are the factors of ___________
 
x^2-x-20
 
x^2+x-20
 
x^2-9x-20
 
x^2+9x+20
One factor of x^3 +y^3 is
 
(x+y)
 
(x-y)
 
(x+y)^3
 
(x-y)^3
The factors of x^2 –5x + 6 are (x–2)(x–p) then the value of p is
 
3
 
6
 
5
 
-3
7c^2 + 2c - 5 =(7c-5)(c+ 1)
 
TRUE
 
FALSE
x^2+8x+15 =(x+3)(x+5)
 
FALSE
 
TRUE
(a–b)=3 and ab=5 then a^3 –b^3 = ____________
 
72
 
62
 
18
 
15
(p - 2)(p +1)(p - 4)= p^3 -5p^2+2p+8
 
TRUE
 
FALSE
Which is correct? (3a)^2 is equal to
 
9a^2
 
3^2 a
 
6a^2
 
3a^2
(a^2 +b^2) - (a^2 - b^2) = a^2+4ab +b^2
 
false
 
true
Expand (p+2)^2 = p^2+4p+4
 
TRUE
 
FALSE


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