Question

Additive inverse of -16/-29 is

Answer 1

$\sf \purple{Additive \: inverse: } \\ \sf -[{ \frac{ - 16}{ - 29}]} \implies \frac{-16}{29}$

Answer 2

★ Answer:- ★

Addictive inverse is the number which, if added, becomes equal to 0.

Higher Discussion:- (9th & above)

If you know zero of polynomial, it may be very easy for you. It is very similar to that.

Question:-

Find the addictive inverse of (-16/-29).

Solⁿ:-

Let the addictive inverse be = x

Total sum = 0 (for every case)

ATQ:-

-16/-29 + x = 0

↝ 16/29 + x = 0

↝ x = 0 - 16/29

↝ x = - 16/29 (Ans.)

Sai Knowledge Hitz:-

Multiplicative inverse:-

It is also similar to addictive inverse. Here, we have time find the reciprocal (1/x, where x is a no.) and then we have to multiply it. The result will always become 1.