Evaluate: `4^3x6^3 3` (ii) `8\ x\ 17\ x\ 17\ x\ 17 3` `700\ x\ \ 2\ x\ 49\ x\ 5 3` (iv) 125 `a^6-3\ 125\ a^6 3`

Evaluate: 4^(3)x6^(3)3 (ii) 8x17x17x173700x2x49x53( iv ) 125a^(6)-3125a^(6)3

Show that: 27 3x\ 64 3=\ 27 x\ 64 3 64 x\ 729 3=\ 64 3x\ 729 3 -125 x\ 216 3=\ -125 3x\ 216 3 -125 3x-1000=-125 3x\ -1000 3

Evaluate: (i) root(3)(4^3×6^3) (ii) root(3)( 8×17×17×17) (iii) root(3)(700×2×49×5) (iv) 125root(3)(a^3) - root(3)(125a^6)

Fill in the blanks: 125 x 27 3=3 x dot (ii) 8 x =8 3 1728 3=4 x (iv) 480 3= 3 3 x 2 x 3 3=7 3 x 8 3 (vi) 3= 4 3 x 5 3 x 6 3 (27)/(125)3= /5 (viii) (729)/(1331)3=9/ (512)/3=8/(13)

int (6x^(2) - 17 x - 5)/((x - 3)(x - 2)^(2)) dx =

If x=49 , then x^(3) - 5x^(2) - 2x - 6=?

Simplify : (25\ x\ a^(-4))/(5^(-3)\ x\ 10\ x\ a^(-8)) (ii) (3^(-5)\ x\ 10^(-5)\ x\ 125)/(5^(-7)\ x\ 6^(-5))