Luke 6:15-16 calls two other apostles (James and Judas) the sons of Alphaeus also. It is possible that the name Alphaeus was a common name and that these men were not related. It is also possible that Matthew was the brother of James and Judas just as it appears. Study the Bible on the go with Andrew’s free online Bible commentary. More than 3,200 notes written by Andrew Wommack. Commentary on 16 New Testament books, from Matthew to 2 Timothy. This is a great way to read Andrew’s notes on a mobile device or computer. Remember to bookmark this page! 16 They brought the ark of God and set it inside the tent that David had pitched for it, and they presented burnt offerings and fellowship offerings before God. 2 After David had finished sacrificing the burnt offerings and fellowship offerings, he blessed.
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Introductory material, along with summaries, detailed outlines, and review questions
This 'study guide' was developed in preparation for teaching adult Bible classes.It is also available as a .PDF file, suitable for printing (Click Here if you want the Student Edition, with the answers to the questions omitted). You will need the free Adobe Acrobat Reader.
- The objectives are usually things I plan to emphasize during the class.
- I have found that summarizing and outlining a chapter helps me tobetter understand the Word of God. It is a practice I highly recommend to others.
- I generally delete the answers to the review questions before printingthe material and giving it to the students. But that you might knowwhat answers were intended by the questions, I have included them in these guides.
Studies 1 6 16 Inches To Mm
Mark A. Copeland
ExecutableOutlines.com
ExecutableOutlines.com
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Equations are very useful for describing sets of equivalent ratios. Here is an example.
Studies 1 6 16 Inch
A pie recipe calls for 3 green apples for every 5 red apples. We can create a table to show some equivalent ratios.
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![Studies 1 6 16 valve trd Studies 1 6 16 valve trd](https://assets.cureus.com/uploads/figure/file/135148/65e17460d04011eaa5210b04b65a9284-Figure-2.png)
We can see from the table that (r) is always (frac53) as large as (g) and that (g) is always (frac35) as large as (r).
green apples ((g)) | red apples ((r)) |
---|---|
3 | 5 |
6 | 10 |
9 | 15 |
12 | 20 |
We can write equations to describe the relationship between (g) and (r).
- When we know the number of green apples and want to find the number of red apples, we can write: Vellum 1 3 9.(displaystyle r=frac53g) Printworks 2 0 3 – all purpose desktop publishing company.In this equation, if (g) changes, (r) is affected by the change, so we refer to (g) as the independent variable and (r) as the dependent variable.We can use this equation with any value of (g) to find (r). If 270 green apples are used, then (frac53 boldcdot (270)) or 450 red apples are used.
- When we know the number of red apples and want to find the number of green apples, we can write:(displaystyle g=frac35r)In this equation, if (r) changes, (g) is affected by the change, so we refer to (r) as the independent variable and (g) as the dependent variable.We can use this equation with any value of (r) to find (g). If 275 red apples are used, then (frac35 boldcdot (275)) or 165 green apples are used.
We can also graph the two equations we wrote to get a visual picture of the relationship between the two quantities.