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ttGWD1-28

Q28:

For any positive integer n, the sum of the first n positive integers equals [n(n+1)]/2.  What is the sum of all the even integers between 99 and 301?

A.      10,100

B.      20,200

C.      22,650

D.     40,200

E.      45,150

I cannot get the right answer B. Please help!

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first step: (99+301)*x/2
second step, you want to know what x is, which means how many numbers there, 301 is the 151st even intergral, 99 is the 50th, then x=151-50+1=102
third step plug in x=102 back to the equation you will get the answer

B

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我觉得应该是这么算的吧

题目是问从99到301的所有偶数之和,算的时候应该把100与300相加,102与298相加,104与296相加……这样依次相加总共会得出50个400,再加上200没有相对应的数相加,所有总和等于:50X400+200=20200

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套公式 S=A1*N+(N-1)N*D/2

A1=100

N=101=(301-99)/2

D=2

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