(+)(-) & Standard Form of Polynomials
Write the following polynomial in standard form
x^2+3x^3+27-x
3x^3+x^2-x+27
-9m^2-18m
-9m^2-18m
x^4x^5y^-1
x^9/y
sqrt(3)sqrt(6)
3sqrt(2)
If the length of a rectangle is
2x^2 + 4
and the length
3x + 2
is then what is the perimeter?
4x^2 + 6x +12
(m^2-m)+(2m + m^2)
2m^2 + m
6y(-5-y+4y^2)
-30y-6y^2+24y^3
(a^-1b^2)/(a^4b)
b/a^5
9x^3
9x^3
If the length of a rectangle is
3t-10
and the length
6s+4
is then what is the area?
18st +12t-60t-40
(5f + g -2) + (-2f +3)
3f + g +1
(t+4)(t-3)
t^2+t-12
((4x^2y^-3)/y^4)^-2
y^14/(16x^2)
sqrt(3q)/6
sqrt(3q)/6
If the length of one side of a cube is
3m^2y^3
then what is the volume?
27m^6y^9
(6k^2 + 2k +9) +(4k^2 - 5k)
10k^2-3k+9
(4h^2-2)(4h^2-1)
16h^4-12h^2+2
(a^2b^-1b)/(ab)
a/b
sqrt((6y^2)/7)*sqrt(1/(3y))
sqrt(14y)/7
If the length of a rectangle is
3x^2y^3
and the area
30x^8y^2
is then what is the width?
(10x^6)/y
(d^2-dx + d -5) - (d^2 + 2 +xd + x)
-2dx + d -x -7
(m+3)(m^2+3m+5)
m^3+6m^2+14m+15
(x^rx^tx^(-2t))/(x^ry^0)
1/x^t
6+3sqrt3
6+3sqrt3
If the base of a triangle is
sqrt(6y^3)
and the height is
sqrt(14)/sqrt(3y^2)
is then what is the area?
sqrt(7y)