" 13."(a+b)^(3)-(8)^(a)

Use property to evaluate: 13^(3) + (-8)^(3) + (-5)^(3)

(-5)/(13)+?=-1 8/(13) (b) (-8)/(13) (-18)/(13) (d) (18)/(13)

Choose the correct option (-5)/(13)+?=-1 (a) 8/(13) (b) (-8)/(13) (c)(-18)/(13) (d) (18)/(13)

Simplify: 1/(1+(2/3)/(1+2/3+(8/9)/(1-2/3))) . (11)/(13) (b) (13)/(15) (c) (13)/(11) (d) (15)/(13)

Simplify: (13(4)/(7)xx13(4)/(7)-8(3)/(7)xx8(3)/(7))/(13(4)/(7)-8(3)/(7)) (a) 18 (b) 20( c) 22( d9) 24

(9)/(13)+(-8)/(13)+(4)/(3)+(-5)/(8)

Find : a. 4 (5)/(13)- 3 (7)/(13) + 2 (8)/(13)

The vertices of a parallelogram ABCD are A(3,1),B(13,6),C(13,21), and D(3,16). If a line passing through the origin divides the parallelogram into two congruent parts,then the slope of the line is (11)/(12) (b) (11)/(8) (c) (25)/(8) (d) (13)/(8)

Re-arrange suitably and find the sum in each of the following: (3)/(5)+(7)/(3)+(9)/(5)+(-13)/(15)+(-7)/(3) (ii) (4)/(13)+(-5)/(8)+(-8)/(13)+(9)/(13)