急问(高等微积分)Let a and b be positive numbers.Find the value of ∫[ax+b]dx in the following two ways:a.Using elementary geometry,interpreting ∫[ax+b]dx as an area.b.Using the First Fundamental Theorem (Integrating Derivatives).注:上下

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急问(高等微积分)Let a and b be positive numbers.Find the value of ∫[ax+b]dx in the following two ways:a.Using elementary geometry,interpreting ∫[ax+b]dx as an area.b.Using the First Fundamental Theorem (Integrating Derivatives).注:上下

急问(高等微积分)Let a and b be positive numbers.Find the value of ∫[ax+b]dx in the following two ways:a.Using elementary geometry,interpreting ∫[ax+b]dx as an area.b.Using the First Fundamental Theorem (Integrating Derivatives).注:上下
急问(高等微积分)
Let a and b be positive numbers.Find the value of ∫[ax+b]dx in the following two ways:
a.Using elementary geometry,interpreting ∫[ax+b]dx as an area.
b.Using the First Fundamental Theorem (Integrating Derivatives).
注:上下界皆为 1 ,0

急问(高等微积分)Let a and b be positive numbers.Find the value of ∫[ax+b]dx in the following two ways:a.Using elementary geometry,interpreting ∫[ax+b]dx as an area.b.Using the First Fundamental Theorem (Integrating Derivatives).注:上下
a）使用面积原理,直线在（0,1）下的图形为梯形,面积为
∫[ax+b]dx =(1/2)*(b+a+b)*1=（1/2）(a+2b)
b)积分
∫[ax+b]dx =(1/2)ax^2+bx在0到1上计算=(1/2)a+b=（1/2）(a+2b)

a.直线y=ax+b与x轴所围图形，其中0《x《1

急问(高等微积分)Let a and b be positive numbers.Find the value of ∫[ax+b]dx in the following two ways:a.Using elementary geometry,interpreting ∫[ax+b]dx as an area.b.Using the First Fundamental Theorem (Integrating Derivatives).注:上下 不定积分,微积分,高等数学题, 什么是高等微积分?和数学分析有什么关系,还有就是实分析和数学分析有什么关系?实变函数论和实分析是什么关系不是问高等数学，是问高等微积分，微积分好像有个分法，是分初等微积分 微积分高等数学题 求极限 高等微积分包含了什么? Let's go and _________.A.playing B.play basketball Tom,Let,s play__that ball.A.with B./ C.and Let`s go and( )some water.A.take B.fetch 09微积分作业 急选项:a、(A)b、(B)c、(C)d、(D) 微积分题 高等数学题求极限 微积分题高等数学题证明题 求微积分题高等数学题求过程 学完什么才能学高等微积分 微积分,急 微积分,急, 微积分,急, 微积分,急 问微积分二的选择题!很简单!但是急求!