The point Q(a,b) is first reflected in yaxis to Q1 and Q1 is reflected in xaxis to (5,3). The coordinates of point Q are
1). (-5,-3)
2). (5,3)
3). (-5,3)
4). (5,-3)
$If, \frac{(a+b)}{\sqrt{ab}}=\frac{2}{1}, \ then\ the\ value\ of \ (a-b)\ is\ equal\ to $
1). 1
2). 0
3). -1
4). 2
Reflection of the point (-3,6) in the x-axis is
1). (3,6)
2). (6,-3)
3). (-3,-6)
4). (-6,3)
if $\tan(a-\beta)$=1 ,$\sec(a-\beta)$=$\frac{2}{\sqrt{3}}$ and a
1). 5
2). 187$\frac{1}{2}$
3). 8
4). 9
The slope of the line passing through the points (2,-1) and (x,5) is -1. Find x?
1). 4
2). -4
3). -8
4). 8