The additive inverse of 17 is `-17` (b) 17 (c) `1/(17)` (d) `-1/(17)`

The additive inverse of 17 is (a) -17 (b) 17 (c) 1/(17) (d) -1/(17)

If 2=x+(1)/(1+(1)/(3+(1)/(4))), then the value of x is (12)/(17) (b) (13)/(17) (c) (18)/(17) (d) (21)/(17)

Find: (9)/(17)-(3)/(17)

Evaluate: a. (12)/(17) + (8)/(17)

Two cards are drawn one by one without replacement from a deck of 52 cards. The probability that the second card is higher in rank than the first card, is (Ranks in increasing order can be taken from Ace to King) 1/(17) (b) 8/(17) (c) (16)/(17) (d) 9/(17)

If 8tan x=15, then sin x-cos x is equal to (8)/(17)( b) (17)/(7)( c) (1)/(17) (d) (7)/(17)

What will be the inverse ratio of 17 : 19?

The projections of the segment PQ on the coordinate axes are -9,12,-8 respectively. The direction cosines of the line PQ are (A) -9/sqrt(17),12/sqrt(17),-8/sqrt(17) (B) -9/288,12/289,-8/289 (C) -9/17,12/17,-8/17 (D) none of these

The projections of the segment PQ on the coordinate axes are -9,12,-8 respectively. The direction cosines of the line PQ are (A) -9/sqrt(17),12/sqrt(17),-8/sqrt(17) (B) -9/288,12/289,-8/289 (C) -9/17,12/17,-8/17 (D) none of these