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q5) Factorise the expression and divide then as directed  

vii)

39 y^2 ( 50 y^2 - 98 ) \div 26 y^2 ( 5y +7 )

We first simplify our numerator,                                                                                 using                                                                             =                                                                         =  Now,                    

q5) Factorise the expression and divide then as directed  

vi) 

12 xy ( 9 x^2 - 16 y^2 ) \div 4 xy ( 3 x + 4 y )

We first simplify our numerator,                                    () =                                                                                                                       using                                                                      Now,                 

q5) Factorise the expression and divide then as directed

v) 

5 pq ( p^2 - q ^ 2 ) \div 2 p ( p + q )

We have,                 

q5) Factorise the expression and divide then as directed

iv)

4 yz ( z^2 + 6z -16 ) \div 2y ( z+8 )

We first simplify our numerator  So,                      Add and subtract 64                                                                                                                                                                                                                                Now,                  

q5) Factorise the expression and divide then as directed  

iii)

( 5 p^2 -25p + 20 ) \div ( p-1 )

We have,            

q5) Factorise the expression and divide then as directed

ii)

( m^2 - 14 m -32 ) \div ( m +2 )

We have,                

q5) Factorise the expression and divide then as directed  

i)

( y ^ 2 + 7 y + 1 0 ) \div ( y + 5 )

We have,                

q4) Divide as directed  

v)

x ( x+1 ) ( x+2 ) ( x+3 ) \div x ( x+1 )

We have,                

q4) Divide as directed  

iv)

20 ( y+4 ) ( y^2 + 5 y + 3 ) \div 5 (y +4 )

We have,                

q4) Divide as directed 

iii)

52 pqr ( p+ q ) ( q+ r ) ( r +p)\div 104 pq ( q+r ) ( r + p )

We have,              

q4) Divide as directed  

ii)

26 xy ( x+5 ) ( y-4) \div 13 x ( y-4 )

We have,                 

q4) Divide as directed 

i)

5 ( 2x +1 ) ( 3x +5 ) \div ( 2x +1)

We have,                 

q3) workout the following divisions  

v)

96 abc ( 3a -12 ) ( 5 b -30 ) \div 144 (a-4 ) ( b- 6 )

We have,                                                                                  Therefore,                

q3)workout the following divisions

iv)  

9 x ^2 y^2 ( 3z -24 ) \div 27 xy ( z-8 )

We have,            

q3) workout the following divisions  

iii)

10 y ( 6y +21 ) \div 5 ( 2y + 7 )

We have,               Therefore,                   

q3)workout the following divisions 

ii)

( 10 x -25 ) \div ( 2x -5 )

We have,             Therefore,                   

q3) workout the following divisions 

i)

( 10 x - 25) \div 5

We have,     Therefore,                    

q2) Divide the given polynomial by the given monomial

v)

( p ^ 3 q ^6 - p ^ 6 q ^ 3 ) \div p ^3 q ^3

We have,               

q2) Divide the given polynomial by the given monomial 

iv)

( x^3 +2 x ^2 + 3 x ) \div 2x

We have,                

q2) Divide the given polynomial by the given monomial

iii)

8 ( x ^3 y^2 z ^2 + x^2 y^3 z^2 + x ^2 y^2 z^3 ) \div 4 x ^2 y ^2 z ^2

We have,                  
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