in the figure shown, MN and NR intersect at point p. NP=QP, and MP=PR. what is the measure, in degrees of angle QMR?

Expert Solution

From the figure shown, angle NPQ can be obtain by subtracting 60 from 180. This is because, angle NPQ and RPQ are angles on a straight line which add upto 180 degrees.

angle NPQ =120 degrees.

Angles NPQ and MPR are equal since they are vertically opposite angles

triangle MPR is an isosceles triangle with one angle being 120 degrees.

to find angle QMR, we subtract 120 from 180 and divide the answer by two

angle QMR = (180-120)/2

=30 degrees.

The value of angle QMR IS 30 degrees

joseph irungu answered 2 years ago

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Question

in the figure shown, MN and NR intersect at point p. NP=QP, and MP=PR. what is the measure, in degrees of angle QMR?

Solutions

Expert Solution

Related Solutions

Find the measure of angle A in the figure shown below

What is the direction of the magnetic field at point P in the figure? (P is on the axis of the coil.)

A force of magnitude 50 N is applied at the bottom point of a disk of radius 5 m that is pinned at P (leftmost point) as shown in the figure.

What is the 2-component of vector E in terms of the angle θ and the magnitude E shown in (Figure 1)?

Question

in the figure shown, MN and NR intersect at point p. NP=QP, and MP=PR. what is the measure, in degrees of angle QMR?

Solutions

Expert Solution

Related Solutions

Find the measure of angle A in the figure shown below

What is the direction of the magnetic field at point P in the figure? (P is on the axis of the coil.)

​A force of magnitude 50 N is applied at the bottom point of a disk of radius 5 m that is pinned at P (leftmost point) as shown in the figure.

What is the 2-component of vector E in terms of the angle θ and the magnitude E shown in (Figure 1)?

A force of magnitude 50 N is applied at the bottom point of a disk of radius 5 m that is pinned at P (leftmost point) as shown in the figure.