multiplicative inverse of `5`?
(1) `1/5`
(2) `-5`
(3) `-(1)/(5)`
(4) `1`

The multiplicative inverse of (3+sqrt5i)^(2) is

Find the multiplicative inverse of (3+4i)/(4-5i)

The multiplicative inverse of 4/(-5) is (a) -4/5 (b) 5/4 (c) 5/(-4) (d) (-5)/(-4)

Find Multiplicative Inverse of (3+4i)/(4-5i)

Find the multiplicative inverse of the following. (i) - 13 (ii) (-13)/(19) (iii) 1/5 (iv) (- 5)/8 xx (-3)/7 (v) - 1 xx (-2)/5 (vi) - 1

Find the reciprocal (multiplicative inverse) of : (iii) (-3)/(5)xx(-1)/(13)

Is (5)/(8) the multiplicative inverse of -1(3)/(5) ? Why or why not?

2 (3)/(5) + 1 (4)/(5) + 3 (2)/(5

Find the inverse of [(1, 2, 5),( 1,-1,-1),( 2 ,3,-1)]

If g is the inverse of a function f and f^'(x)=1/(1+x^5) then g^'(x) is equal to (1) 1""+x^5 (2) 5x^4 (3) 1/(1+{g(x)}^5) (4) 1+{g(x)}^5