what mathematical principles can we draw from Ephesisians 4:14-15 and Deuteronomy 32-4
Ephesians 4:14,15
"14 Then we will no longer be infants, tossed back and forth by the waves, and blown here and there by every wind of teaching and by the cunning and craftiness of people in their deceitful scheming. 15 Instead, speaking the truth in love, we will grow to become in every respect the mature body of him who is the head, that is, Christ."
We should be constant in everything that we do in Christ. Don't act as some non differentiable functions which moves in one way at a time, then entirely different direction at another... Whose tangents will cross each other and others doubt the direction of which we travel. Christianity is a path.. (Mat:7:13) and others consider it as something wrong by our diverting stand each time. To avoid this and make our rate of growth faster, the elders are appointed in the church.( Ephesians 4:11). So that we can reach the destination of growing up to the head of Jesus much faster.
There are different areas where we are to grow up to Him. We should be uniform in growing upto the head of Christ in all those aspects.
Deuteronomy 32:4
He is the Rock, his works are perfect,
and all his ways are just.
A faithful God who does no wrong,
upright and just is he.
Like perfect numbers, everything that tries to divide it will add up to give the rock..Jesus is the rock . There are many differences in different Christian denominations. But there are a few remnant everywhere within these different views who adds up to form the body of Christ in these days.
After all Bible is Spiritual...not Mathematical.
It is not revealed for wise and intelligent, but babes. (Mat 11:25) So be careful...
what mathematical principles can we draw from Ephesisians 4:14-15 and Deuteronomy 32-4
For the following mathematical expression (56 + 24 ) X 2 – (15/3) a. draw the expression tree. b. what is a preorder traversal of the tree? c. postorder?
"Proof by Mathematical Induction" is an important technique to know. We can use this technique to prove the following equation: 12+32+52 +(2n+1)2 (n+1) (2n+1) (2n+3)/3 note: n starts at 0, I.E. n 0, 1, 2, 3... To do so: (1) What is the basic step? (state the basic step, and write it using the formula above) (2) What is the inductive step? (state the inductive step, and write it using the formula above) you don't need to prove it, just...
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Draw the complete circuit of a two-digit BCD counter that counts from 32 to 15. After the 15 is displayed, the output will go back automatically to 32 and continue the counting from 32 to 15 Use only decoded block with four inputs to represent the decoder and the seven-segment display CLR BO QA DOWN DOWN BO co LOAD LOAD OC QD GND QC QD GND 74192 74192
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Question 8 15 pts 8. Draw the Lewis structure for the compound formed from elements Z=32 and Z= 16. Upload Choose a File
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Step Now we can see that b-14b - 14b 1e-14 196 1 15 -1 lim 0- 14- 196 14 Submit Skip (you cannot come back) Step 2 13 is continuous, positive, and decreasing on [1, o), we consider the since f(x)= For al3 13 n= 1 following. (If the quantity diverges, enter DIVERGES.) 13 13 13 13 dx=lim - 12(b)12 12(112 x13 12 b Submit Skip (you cannot come back) Determine whether the series is convergent or divergent. 4n+15-n n=...