`(4)/(9) divide ?= (-8)/(15)`

Simplify: {:((i)(4)/(9) divide (-5)/(12),(ii) -8 divide (-7)/(16),(iii) (-12)/(7) divide (-18)),((iv)(-1)/(10) divide (-8)/(5), (v) (-16)/(35) divide (-15)/(14), (vi) (-65)/(14) divide (13)/(7)):}

Verify whether the given statement is true or false: (i) (13)/(5) divide (26)/(10) = (26)/(10) divide (13)/(5) (ii) -9 divide (3)/(4)=(3)/(4) divide (-9) (iii) (-8)/(9) divide (-4)/(3)=(-4)/(3) divide (-8)/(9) (iv) (-7)/(24) divide (3)/(-16) = (3)/(-16) divide (-7)/(24)

Simplify : (i) (4)/(9)divide((-5)/(12)) (ii) -8divide((-5)/(16)) (iii) (-12)/(7)divide (-18) (iv) ((-1)/(10))divide((-8)/(5)) (v) ((-16)/(35))divide ((-15)/(14)) (vi) ((-65)/(14))divide((13)/(-7))

Fill in the blanks : (i) (….)divide ((-7)/(5))=(10)/(19) (ii) (……)divide(-3)= (-4)/(15) (iii) (9)/(8)divide (……..) = (-3)/(2) (iv) (-12)+(………) = (-6)/(5)

by what number should -(4)/(5) divided to get -(8)/(9)

Divide: e. (4)/(8) div (9)/(24)

Fill in the blanks: (i) (9)/(8) divide (........)=(-3)/(2) (ii) (.......)divide ((-7)/(5))=(10)/(19) (iii) (.......) divide (-3)=(-4)/(15) (iv) (-12) divide (.........) = (-6)/(5)

Divide the sum of (4)/(5) and (9)/(15) by their difference.

Divide the sum of (-8)/(15) and (-10)/(45) by their product.