Math, asked by VIRU143, 11 months ago

( 14x^3-21x^2-35x ) ÷ (-7x)

Answers

Answered by tanisha264296
11

-2x^2 + 3x + 5 is your answer


ankitgupta82: hi
ankitgupta82: hlw
Answered by Hansika4871
1

Given:

An algebraic expression ( 14x³-21x²-35x ) ÷ ( -7x ).

To Find:

The simplified form of the given expression.

Solution:

The given problem can be solved by using the concepts of factorization.

1. The given expression is ( 14x³-21x²-35x ) ÷ ( -7x ).

2. Consider the given expression,

=>  ( 14x³-21x²-35x ) ÷ ( -7x ),

=> Take 'x' common from the numerator,

=> x * ( 14x ²-21x -35 ) ÷ ( -7x ),

=> Take 7 common from the numerator,

=> [ x * ( (7*2)x ²- (7*3)x - (7*5) ) ] ÷ ( -7x ),

=> [ 7x *  ( 2x ²- 3x -5 ) ] ÷ ( -7x ),

=> Take '-' common from the numerator,

=> [ -7x * ( -2x ²+ 3x + 5 ) ] ÷ ( -7x ),

=> Cancel -7x from the numerator and the denominator,

=> 1 * ( -2x ²+ 3x + 5 ),

=>  -2x ²+ 3x + 5.

Therefore, the simplified form is -2x ²+ 3x + 5.

Similar questions