If 19-6 is -19-q- then q is equal to -

Since 19 6 = 19 q q=( 19 ) ( 6 ) #160; 19 q=6 So, correct answer is 6. ...

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If 19/-6 is...

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If $\frac{19}{- 6}$ is $\frac{- 19}{q}$ , then $q$ is equal to :

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If $f : Q \to Q$ is defined as $f (x) = x^{2}$ , then $f^{- 1} (9)$ is equal to

^{19} C_{3 r} =^{19} C_{r + 3}

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(3 - 15 \div 19) \times 8 + 6

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