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If the complementary angle and supplementary angle of an angle P are (13x - 11)° and (24x + 24)° respectively, then find the value of P.

A54°

B32°

C36°

D42°

Answer:

C. 36°

Read Explanation:

(24x + 24°) - (13x - 11°) = 90° 24x + 24 - 13x + 11 = 90 11x + 35 = 90 x = (90 - 35)/11 x = 55/11 x = 5 Complementary angle of P = 13 × 5 - 11 = 54° P = 90° - 54° P = 36°


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PQ എന്നത് കേന്ദ്രം 'O' ഉള്ള ഒരു വൃത്തത്തിന്റെ വ്യാസമാണ്. P യിൽ ടാൻജെന്റ് വരയ്ക്കുക, വൃത്തത്തിൽ R ഒരു പോയിന്റ് അടയാളപ്പെടുത്തുക, S-ൽ P ടാൻജെന്റിനെ സംയോജിക്കുന്ന QR നിർമ്മിക്കുക. < PSQ = 48° ആണെങ്കിൽ < PQR =