Evaluate:
−119×−51−44\dfrac{-11}{9} \times \dfrac{-51}{-44}9−11×−44−51
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−119×−51−44=−11×(−51)9×−44=561−396=−1712=−1512\dfrac{-11}{9} \times \dfrac{-51}{-44}\\[1em] =\dfrac{-11 \times (-51)}{9 \times -44}\\[1em] =\dfrac{561}{-396}\\[1em] =-\dfrac{17}{12}\\[1em] =-1\dfrac{5}{12}9−11×−44−51=9×−44−11×(−51)=−396561=−1217=−1125
Hence, −119×−51−44=−1512\dfrac{-11}{9} \times \dfrac{-51}{-44} = -1\dfrac{5}{12}9−11×−44−51=−1125
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Multiply
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