0
What else can I help you with?
When you round both factors to a greater number how will your estimate compare with the exact number?
Your estimate will be greater than the exact number.
What is the word for an estimate that is greater than the exact answer?
over-estimate
If you use 63.00 divided by 9 to estimate 63.59 is 7.00 greater than or less than the exact answer?
Dividing 63.00 by 9 gives an estimate of 7.00. To determine if 63.59 is greater or less than the exact answer, we can calculate the exact answer by dividing 63.59 by 9. The exact answer is 7.066666... which is greater than 7.00. Therefore, 63.59 is greater than the estimated answer of 7.00.
How can I tell if my estimated answer is greater or less than the exact answer to a multiplication problem?
Assuming that the estimate is based on sensible approximations, there is no simple way. You will need to compare the estimate and the true value. If you've rounded up, the estimate will be greater. If you've rounded down, the estimate will be less.
When you round both factors in a multiplication problem up how does your estimate compare to a greater number?
When you round both factors in a multiplication problem up, your estimate will be greater than the actual product.
Is negative 8 greater than 0?
0 is in the exact middle of the number line. All positive numbers are to the right of 0 (greater than 0) and all negative numbers are to the left of 0 (less than 0). So no, -8 is not greater than 0.
What is the definition of greater than?
ANY number greater than the number before the greater than, so if the answer is greater than 7 then one solution is 7.00000000000000000000000000000000001
How can you tell whether the percent of a number will be greater than less than or equal to the number?
100% equals the number. Less than 100% is less than the number. Greater than 100% is greater than the number.
Is 0.7 greater than 0.700?
They are the exact same number. You can add as many 0s as you want to the right of the number and the value does not change.
What kinds of numbers would I multiply by to get answers that are slightly greater than my starting number?
If you multiply your number by any number greater than 1, the result will be greater than the starting number - assuming your number is positive. If your number is negative, you need to multiply it by any number less than 1, to get a result that is greater than the original number. To get a number that is slightly greater, multiply by a number that is slightly greater than 1 (ot slightly lee than= -1).
Estimate 199 over198 plus 35 over 17 indicating if the actual answer is greater than or less the estimate?
199 over 198 estimate = 1 actual answer would be greater than 1 35 over 17 estimate = 1 actual answer would be greater than 1
What is the word when an estimate is less than the exact answer?
Underestimate?
