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What number divided by 2, 3, 4, 5, or 6 has a raminder of 1, but when divided by 7 has no remainder?
1 answer
It must be a multiple of 7.
It's not lower than 70.
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Given that f(x)=9x^2-50, apply the raminder theorem to find the remainder of (9x^2-50) divided by (x-7/3)
1. -203/3 2. -1 3. -50
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Use compatible numbers to find the each quotient ,2.90 divided by 29,48 divided by 3.2, 0.18 divided by 0.33,152 divided by
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When estimating, you typically round numbers to make the calculations easier to do mentally. The
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A number p divided by 7 p/7 9 times a number a 9xa 6 times a number c, minus 5 6c-5 a nujmber m divided by m, plus
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