Question

solve the following.​

Answer 1

Answer:

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Step-by-step explanation:

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Question :

solve the following.

-

Answer :

Given,

Angle P = 80°

Angle S = 70°

Angle Q = x°

Angle R = 2x°

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As we know that the sum of inner angels of a quadrilateral is 360°

so we can write as

-

Angle P + Angle S + Angle Q + Angle R = 360°

Putting all values of Angles

80° + 70° + x° + 2x° = 360°

150° + 3x° = 360°

3x° = 360° - 150°

3x° = 210°

x° = 70°

Therefore

Angle Q = x° = 70°

Angle R = 2x° = 2 × 70° = 140°

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I hope it will help you ✌

Answer 2

Answer:

Question :

Question :solve the following.

Question :solve the following.-

Question :solve the following.-Answer :

Question :solve the following.-Answer :Given,

Question :solve the following.-Answer :Given,Angle P = 80°

Question :solve the following.-Answer :Given,Angle P = 80°Angle S = 70°

Question :solve the following.-Answer :Given,Angle P = 80°Angle S = 70°Angle Q = x°

Question :solve the following.-Answer :Given,Angle P = 80°Angle S = 70°Angle Q = x°Angle R = 2x°

Question :solve the following.-Answer :Given,Angle P = 80°Angle S = 70°Angle Q = x°Angle R = 2x°-

Question :solve the following.-Answer :Given,Angle P = 80°Angle S = 70°Angle Q = x°Angle R = 2x°-As we know that the sum of inner angels of a quadrilateral is 360°

Question :solve the following.-Answer :Given,Angle P = 80°Angle S = 70°Angle Q = x°Angle R = 2x°-As we know that the sum of inner angels of a quadrilateral is 360°so we can write as

Question :solve the following.-Answer :Given,Angle P = 80°Angle S = 70°Angle Q = x°Angle R = 2x°-As we know that the sum of inner angels of a quadrilateral is 360°so we can write as-

Question :solve the following.-Answer :Given,Angle P = 80°Angle S = 70°Angle Q = x°Angle R = 2x°-As we know that the sum of inner angels of a quadrilateral is 360°so we can write as-Angle P + Angle S + Angle Q + Angle R = 360°

Question :solve the following.-Answer :Given,Angle P = 80°Angle S = 70°Angle Q = x°Angle R = 2x°-As we know that the sum of inner angels of a quadrilateral is 360°so we can write as-Angle P + Angle S + Angle Q + Angle R = 360°Putting all values of Angles

Question :solve the following.-Answer :Given,Angle P = 80°Angle S = 70°Angle Q = x°Angle R = 2x°-As we know that the sum of inner angels of a quadrilateral is 360°so we can write as-Angle P + Angle S + Angle Q + Angle R = 360°Putting all values of Angles80° + 70° + x° + 2x° = 360°

Question :solve the following.-Answer :Given,Angle P = 80°Angle S = 70°Angle Q = x°Angle R = 2x°-As we know that the sum of inner angels of a quadrilateral is 360°so we can write as-Angle P + Angle S + Angle Q + Angle R = 360°Putting all values of Angles80° + 70° + x° + 2x° = 360°150° + 3x° = 360°

Question :solve the following.-Answer :Given,Angle P = 80°Angle S = 70°Angle Q = x°Angle R = 2x°-As we know that the sum of inner angels of a quadrilateral is 360°so we can write as-Angle P + Angle S + Angle Q + Angle R = 360°Putting all values of Angles80° + 70° + x° + 2x° = 360°150° + 3x° = 360°3x° = 360° - 150°

Question :solve the following.-Answer :Given,Angle P = 80°Angle S = 70°Angle Q = x°Angle R = 2x°-As we know that the sum of inner angels of a quadrilateral is 360°so we can write as-Angle P + Angle S + Angle Q + Angle R = 360°Putting all values of Angles80° + 70° + x° + 2x° = 360°150° + 3x° = 360°3x° = 360° - 150°3x° = 210°

Question :solve the following.-Answer :Given,Angle P = 80°Angle S = 70°Angle Q = x°Angle R = 2x°-As we know that the sum of inner angels of a quadrilateral is 360°so we can write as-Angle P + Angle S + Angle Q + Angle R = 360°Putting all values of Angles80° + 70° + x° + 2x° = 360°150° + 3x° = 360°3x° = 360° - 150°3x° = 210°x° = 70°

Question :solve the following.-Answer :Given,Angle P = 80°Angle S = 70°Angle Q = x°Angle R = 2x°-As we know that the sum of inner angels of a quadrilateral is 360°so we can write as-Angle P + Angle S + Angle Q + Angle R = 360°Putting all values of Angles80° + 70° + x° + 2x° = 360°150° + 3x° = 360°3x° = 360° - 150°3x° = 210°x° = 70°Therefore

Question :solve the following.-Answer :Given,Angle P = 80°Angle S = 70°Angle Q = x°Angle R = 2x°-As we know that the sum of inner angels of a quadrilateral is 360°so we can write as-Angle P + Angle S + Angle Q + Angle R = 360°Putting all values of Angles80° + 70° + x° + 2x° = 360°150° + 3x° = 360°3x° = 360° - 150°3x° = 210°x° = 70°ThereforeAngle Q = x° = 70°

Question :solve the following.-Answer :Given,Angle P = 80°Angle S = 70°Angle Q = x°Angle R = 2x°-As we know that the sum of inner angels of a quadrilateral is 360°so we can write as-Angle P + Angle S + Angle Q + Angle R = 360°Putting all values of Angles80° + 70° + x° + 2x° = 360°150° + 3x° = 360°3x° = 360° - 150°3x° = 210°x° = 70°ThereforeAngle Q = x° = 70°-

Question :solve the following.-Answer :Given,Angle P = 80°Angle S = 70°Angle Q = x°Angle R = 2x°-As we know that the sum of inner angels of a quadrilateral is 360°so we can write as-Angle P + Angle S + Angle Q + Angle R = 360°Putting all values of Angles80° + 70° + x° + 2x° = 360°150° + 3x° = 360°3x° = 360° - 150°3x° = 210°x° = 70°ThereforeAngle Q = x° = 70°--

Question :solve the following.-Answer :Given,Angle P = 80°Angle S = 70°Angle Q = x°Angle R = 2x°-As we know that the sum of inner angels of a quadrilateral is 360°so we can write as-Angle P + Angle S + Angle Q + Angle R = 360°Putting all values of Angles80° + 70° + x° + 2x° = 360°150° + 3x° = 360°3x° = 360° - 150°3x° = 210°x° = 70°ThereforeAngle Q = x° = 70°--I hope it will help you ✌