# estimate

Estimate the following products or quotients.

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## Similar Questions

1. ### estimate

Estimate the following products or quotients.17 11/12 ÷ 6 1/10 215/12*10/61 1,075/366 2.93715847 or 2.94 I actually wonder if they want you to estimate it BEFORE you figure it out. 17 11/12 is close to 18. So let's call that 18.

asked by carmen on March 17, 2007
2. ### Pre-Algebra

I need to check my work... estimate the following products or quotients 17 11/12 divided by 6 1/10 The first step I did was convert to improper fraction then I multiplied after changing the reciprical, and then I multiplied the

asked by Anonymous on July 31, 2009
3. ### Math

How are the power rules for quotients and products similar?

asked by Bri on January 4, 2018
4. ### Math

How are the power rules for quotients and products similar?

asked by Bri on December 31, 2017
5. ### Math

How would you solve: Ln[e^5x/x(x^4+1)] in a form with no logarithms of products, quotients, or powers?

asked by Anonymous on November 9, 2010
6. ### math

How do you estimate and calulate quotients with decimals

asked by Claudia on November 23, 2008
7. ### math

Estimating quotients for greater dividends. 812÷7 estimate to quotient

asked by ssm on April 16, 2014

Please help with estimate and calculate quotients. I do not understand what magnitude estimate is and to circle a box between 0.1s 1s 10s 100s examples of what i mean are 6/78.6 3/387 29.52 divided by 8 989 divided by 43 845

asked by kevin on December 14, 2010
9. ### math

Explain patterns in the placement of the decimal point when multiplying 5 by 10^2, 10^1, and 10^0 and when dividing 5 by 10^1, 10^2, and 10^3. state the products of 5*10^2, 5*10^1, and 5*10^0 state the quotients of 5/10^1, 5/10^2,

asked by Random student on October 14, 2019
10. ### Calc: Difference quotients

"Use difference quotients with delta(x)=0.1 and delta(y)=0.1 to estimate fx(1,3) and fy(1,3) where f(x,y)=e^(-x)sin(y)." I don't know how to solve this problem. Could someone walk me through it? Thank you so much!

asked by Brittany on February 27, 2011

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