Vertical Angles (Grade 7)
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Vertical Angles
1.
On the diagram shown of two intersecting lines, if the angle at 2 equals [math]130deg[/math] what would the degree of angles at 1, 3, and 4 equal?
2.
[math]ang3 =[/math][math]137deg[/math]
Solve for [math]ang1[/math].
Solve for [math]ang 2[/math].
Solve for [math]ang 4[/math].
Solve for [math]ang1[/math].
Solve for [math]ang 2[/math].
Solve for [math]ang 4[/math].
3.
In the figure, angle 1 measures 89 degrees. Find the measurements of angles 2, 3, and 4.
4.
In the figure, angle 1 measures 75 degrees. Find the measurements of angle 2, 3, and 4.
5.
Find the values of [math]ang2, ang3, ang4[/math] when [math]ang1 = 78.5deg.[/math]
6.
Find the values of [math]ang1, ang2, ang3[/math] when [math]ang4 = 52.7deg.[/math]
7.
Find the value of y.
[math]ang2 = 130deg[/math]
[math]ang4 = (2y)deg[/math]
[math]ang2 = 130deg[/math]
[math]ang4 = (2y)deg[/math]
8.
Find the value of x when [math]ang1 = (5x + 10)deg[/math] and [math]ang3 = 70deg.[/math]
9.
Find the values of x and y if:
[math]ang1 = (3x + 4)deg[/math]
[math]ang3 = (4y - 12)deg[/math]
[math]ang4 = xdeg[/math]
[math]ang1 = (3x + 4)deg[/math]
[math]ang3 = (4y - 12)deg[/math]
[math]ang4 = xdeg[/math]
10.
Find the values of x and y.
[math]ang1 = (10x)deg[/math]
[math]ang2 = (10y +20)deg[/math]
[math]ang3 = 100deg[/math]
[math]ang1 = (10x)deg[/math]
[math]ang2 = (10y +20)deg[/math]
[math]ang3 = 100deg[/math]
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