Find the product by a suitable rearrangement: |
(a) \[2\times 1768\times 50\] |
(b) \[4\times 166\times 25\] |
(c) \[8\times 291\times 125\] |
(d) \[625\times 279\times 16\] |
(e) \[285\times 5\times 60\] |
(f) \[125\times 40\times 8\times 25\] |
Answer:
(a) \[2\times 1768\times 50=(2\times 50)\times 1768\] \[=100\times 1768\] \[=176800\] (b) \[4\times 166\times 25=(4\times 25)\times 166\] \[=100\times 166\] \[=16600\] (c) \[8\times 291\times 125=(8\times 125)\times 291\] \[=1000\times 291\] \[=291000\] (d) \[625\times 279\times 16=(625\times 16)\times 279\] \[=10000\times 279\] \[=2790000\] (e) \[285\times 5\times 60=285\times (5\times 60)\] \[=285\times 300\] \[=85500\] (f) \[125\times 40\times 8\times 25=(125\times 8)\times (40\times 25)\] \[=1000\times 1000\] \[=1000000\]
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