distance between the points basin thita+bcostheta 0) and (0acostheta-bsintheta)is
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By applying the BODMAS rule and basic rules of integers concepts in the equation, the following results are obtained:
\implies (-5) - (-48) \div (-16) + (-2) \times 6⟹(−5)−(−48)÷(−16)+(−2)×6
\implies -5 + 48 \div (-16) - 2 \times 6⟹−5+48÷(−16)−2×6
\implies -5 + (-3) - 2 \times 6⟹−5+(−3)−2×6
\implies -5 - 3 - 2 \times 6⟹−5−3−2×6
\implies -5 - 3 - 2 \times 6⟹−5−3−2×6
\implies -5 - 3 - 12⟹−5−3−12
\implies -8 - 12⟹−8−12
\implies \boxed{\;-20\;}⟹
−20
Hence, the correct answer is -20
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