P and Q be centers of two circle having radius 200cms. These circle intersect each other at some point A and B. Length of PQ is 250 cms. What will the angle AQP be?
Answers
A) between 0 to 45 B) between 0 to 30 C) between 0 to 60 D) between 0 to 75 E) between 0 to 100
since if we draw the figure, then AP= 200 , AQ=200 and PQ=250   triangle property of 45- 45 - 90 is that H=L * root(2)   H= hypo and L= Leg.therefore H/L= root(2)   here H=250 and L=200 and H/L= 250/200= 
<gadget id="calculator">250/200</gadget>
<output>5/4 = around 1.25</output>
1.25   and the value of root(2)== 1.44   so H/L= approx root(2).   Therefore the angle between H and L = near about 44 degree   so the ans will be 0 to 45.   between 0 to 45NSWER:between 0 to 45
<result>A</result>
P and Q be centers of two circle having radius 200cms. These circle intersect each other at some point A and B. Length of PQ is 250 cms. What will the angle AQP be?