3(x−2)+4=2(x+5)
x = 12
A circle has radius 4. Find the diameter.
8
Simplify:
sinθ/cosθ
tanθ
x+5=12
x=7
3x=18
x=6
∣2x−5∣=7
x = 6 or x = −1
A square has perimeter 24. Find its area.
36
If a right triangle has opposite side = 3, adjacent = 4 and hypotenuse = 5, find:
sin θ
3/5
2x−4=10
x=7
x+3>8
x>5
{2x+3y=13
{x−y=1
x= 16/5 y= 11/5
Exterior angle of a triangle is 120°. One remote interior angle is 50°. Find the other.
70°
Find the missing side:
Right triangle with hypotenuse 10 and angle 30∘
Find opposite side.
5
2x−1≤9
x≤5
5(x−2)=15
x=5
If x and y satisfy:
x+y=7, x²+y²=29
find xy
xy = 10
The angles of a triangle are in ratio 2:3:4. Find the largest angle.
80°
cosx=-root 3/2
x = 150°, 210°
x/3+4=9
x=15
3x+2>14
x>4
Find all values of k such that:
x²−(k+1)x+k=0
k = 1
A cylinder has radius 3 and height 5. Find its volume.
45π
2cos2x−1=0
x = 45°, 135°, 225°, 315°
2(x+3)−4=10
x=4
4x−7≤9
x≤4