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Integers | Integers - Exercise

Question 124

\left(-25\right)\times\left[6+4\right] is not same as _________.

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\left(-25\right)\times\left[6+4\right] = \left(-25\right)\times\left[6+4\right]

\left(-25\right)\times\left[6+4\right] = (-25)\times6+(-25)\times4 (By Distributive Property)

(-25)\times[6+4]\ne(-25)\times6\times4

\left(-25\right)\times\left[6+4\right] = \left(-25\right)\times\left[6+4\right] = -250

\left(-25\right)\times\left[6+4\right] is not same as (-25) x 6 x 4

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Question 124

\left(-25\right)\times\left[6+4\right] is not same as _________.

Looking to do well in your science exam ? Learn from an expert tutor. Book a free class!

\left(-25\right)\times\left[6+4\right] = \left(-25\right)\times\left[6+4\right]

\left(-25\right)\times\left[6+4\right] = (-25)\times6+(-25)\times4 (By Distributive Property)

(-25)\times[6+4]\ne(-25)\times6\times4

\left(-25\right)\times\left[6+4\right] = \left(-25\right)\times\left[6+4\right] = -250

\left(-25\right)\times\left[6+4\right] is not same as (-25) x 6 x 4

Our top 5% students will be awarded a special scholarship to Lido.

subject-cta
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