1.6* $10^{-4}$ /271
1x $10^{-3}$ / 2
Find one value of
\[x\] that is a solution to the equation:
\[4\sqrt{3}x^2 +5x -2\sqrt{3} = 0\]
$\sqrt{\4*tan(72)*tan(72)+4(1/cos(72)-1)*(1/cos(72)-1)}$
by selling a watch for 1275,javed lost 15%.at what price should he have sold the watch to make 10% profit
(3 + 8) + (5 + 9) ÷ (10 – 9) (-8 + 4) -1.5
d^4+18d^2+81
a+a*a=30
x*x+1/x*x=4k*k-2
3.01 x $10^{7}$ / 2.2x$10^{9}$
