round the factors to their highest place and find the estimated products?846*73=7000*46=583*49=878*914=1733*345=1234*785=317*458=768*684=4568*27=8164*27=
Answer (1)
Answer:Let's estimate the products by rounding each factor to their highest place value:1. 846 * 73 → 800 * 100 = 80,0002. 7000 * 46 → 7000 * 50 = 350,0003. 583 * 49 → 600 * 50 = 30,0004. 878 * 914 → 900 * 900 = 810,0005. 1733 * 345 → 2000 * 300 = 600,0006. 1234 * 785 → 1000 * 800 = 800,0007. 317 * 458 → 300 * 500 = 150,0008. 768 * 684 → 800 * 700 = 560,0009. 4568 *27 →5000*30=150,00010.8164*27→8000*30=240,000These estimations provide a rough idea of the products' magnitudes.Step-by-step explanation:
