From the adjacent figure the values of angle P R S -in degree-85756555

Question

Toppr Admin · Accepted Answer

We know- by-xA0-exterior-angle property- an exterior angle of a triangle is equal to the sum of-the two interior opposite angles-Then- in -x25B3-PQR-x2220-QPR-x2220-PQR-x2220-PRS-x27F9- 35o-50o-x2220-PRS-x27F9-xA0-x2220-PRS-85o-Therefore- option A is correct-

Rent (in Rs.):	15−25	25−35	35−45	45−55	55−65	65−75	75−85	85−95
No. of Houses:	8	10	15	25	40	20	15	7

From the adjacent figure find the values of $∠ P R S$ (in degree).

$85$
$75$
$65$
$55$

We know, by exterior angle property, an exterior angle of a triangle is equal to the sum of the two interior opposite angles.

Then, in $△ P Q R$ ,
$∠ Q P R + ∠ P Q R = ∠ P R S$
$⟹$ $35^{o} + 50^{o} = ∠ P R S$
$⟹$ $∠ P R S = 85^{o}$ .

Therefore, option $A$ is correct.

From the adjacent figure find the values of ∠PRS (in degree).85756555

We know, by exterior angle property, an exterior angle of a triangle is equal to the sum of the two interior opposite angles.Then, in △PQR,∠QPR+∠PQR=∠PRS⟹ 35o+50o=∠PRS⟹∠PRS=85o.Therefore, option A is correct.

From the adjacent figure find the values of $∠ P R S$ (in degree).

$85$
$75$
$65$
$55$

We know, by exterior angle property, an exterior angle of a triangle is equal to the sum of the two interior opposite angles.

Then, in $△ P Q R$ ,
$∠ Q P R + ∠ P Q R = ∠ P R S$
$⟹$ $35^{o} + 50^{o} = ∠ P R S$
$⟹$ $∠ P R S = 85^{o}$ .

Therefore, option $A$ is correct.