Given the relation D - - -6-4- -8-1- -x-7- -3-6- - Which of the following values x will relation D a -3-686Any value of x

Question

Toppr Admin · Accepted Answer

By the definition of function each element has unique image- 6-8-x2212-3 already has image in definition of D-Therefore- only possibility left is -x2212-6-Option B is correct-

Given the relation $D = {(6, 4), (8, - 1), (x, 7), (- 3, - 6)}$ . Which of the following values for $x$ will make relation $D$ a function ?
$- 3$
$- 6$
$8$
$6$
Any value of $x$

By the definition of function each element has unique image.
$6, 8, - 3$ already has image in definition of $D$ .
Therefore, only possibility left is $- 6$ .
Option $B$ is correct.

Given the relation D={(6,4),(8,−1),(x,7),(−3,−6)}. Which of the following values for x will make relation D a function ?−3−686Any value of x

By the definition of function each element has unique image. 6,8,−3 already has image in definition of D.Therefore, only possibility left is −6.Option B is correct.

Given the relation $D = {(6, 4), (8, - 1), (x, 7), (- 3, - 6)}$ . Which of the following values for $x$ will make relation $D$ a function ?
$- 3$
$- 6$
$8$
$6$
Any value of $x$

By the definition of function each element has unique image.
$6, 8, - 3$ already has image in definition of $D$ .
Therefore, only possibility left is $- 6$ .
Option $B$ is correct.