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amazing books that have changed me 🙏 - BabyCenter
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amazing books that have changed me 🙏
Posted 12/14/2015
power of a praying parent by Stormie omartian is amazing. Parenting can be so hard, as mothers we are always wondering, what are we doing right? What age we doing wrong? How can we be the best version of ourselves so our children have good examples to follow? I read this book and pray over my son often it has truly done wonders for me.. With that being said the power of a praying wife has been just as amazing for my marriage. It is deeper and my prayers have changed my husband.. Just a thought for us mommies out there ?
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Posted 12/14/2015
That's awesome! I have both of these and need to actually read them!
Posted 12/15/2015
That&#39;s awesome! I have both of these and need to actually read them!
They are so worth the read and referring to afterwards!
Posted 12/15/2015
Thanks for reminding me to get both of these books.
L&B Est 11/05K2001,K2006,S2008,B2010,E2012
Posted 12/15/2015
Thanks for reminding me to get both of these books.
L&B Est 11/05K2001,K2006,S2008,B2010,E2012
Posted 12/22/2015
Thank you for the recommendations. I needed a reminder to pray more often, too!
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v=3分之2背更好2
龙口孙境阳
首先M点在抛物线上。代入可求出抛物线的方程 y=x^2/4 求导 在M点切线斜率为k=1 所以直线方程为y=x-1 与X轴交点为(1,0) 所以C=1 2.这个化简有点麻烦。设M(x1,y1)可以得到p的表达式。求出m点切线的方程。过(c,0)可以得到C关于p和X1的表达式...
骑上单车去旅行
17解:(Ⅰ)连MT、MA、MB,显然M、T、A三点共线,且|MA|-|MT|=|AT|=2cosθ。又|MT|=|MB|,所以|MA|-|MB|=2cosθ<2sinθ=|AB|。故点M的轨迹是以A、B为焦点,实轴长为2cosθ的双曲线靠近点B的那一支。 (Ⅱ)f(θ)=|MN|min=|LK|=|LA|-|AK|=si...
(1)首先求出 g(x) 在[0,2]上的最大与最小值: 由 g'(x)=3x2-2x=0,得极值点 x=0、x=2/3;g(0)=-3,g(2/3)=(2/3)3-(2/3)2-3=-(4/27)-3 考虑到所求点为极小值,需验算一下区间端点函数值,g(2)=23-22-3=-1; ∴ g(x1)-g...
取 AC 中点 P,做AC的中垂线,则中垂线与AC的交点为P,外心O也在中垂线上。 则 AO = xAB+yAC = xAB + 2y AP,因为 x + 2y = 1,则,O,B,P三点共线(证明在后面) 因为OBP共线,所以,B在AC的中垂线上,所以三角形ABC为等腰三角形,AB=BC=2,且...

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