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square roots是什么意思 square roots的用法例句

square roots(意思翻译)

平方根(squareroot的复数)


square roots(相似词语短语)

1、anthropological roots───人类学根源

2、cube roots───[数]立方根;n.立方根( cube root的名词复数 )

3、grass roots───n.农业区,基层,基础;草根;基础;乡村地区;一般人民;基本来源或支撑

4、concrescence roots───固根

5、transplanted roots───移栽根

6、be square───方正的

7、tuberous roots───n.块状根

8、square───adj.平方的;正方形的;直角的;正直的;adv.成直角地;vi.一致;成方形;vt.使成方形;与…一致;n.平方;广场;正方形

9、roots───v.生根;扎根;连根拔起(root的三单形式);n.(Roots)人名;(瑞典)罗茨;(英)鲁茨;n.[数][植]根;根源(root的复数形式)



square roots(双语使用场景)

1、The fact that the square roots of 2 and 3 are irrational means that they cannot be written as fractions.───实际上2、3的平方根是无理的,意味着不能用分数的形式书写。

2、In fact the theory required is known as Pythagoras' Theorem and involves the use of squares and square roots.───实际上需要的是毕达哥拉斯的定理,并且使用了平方是平方根。

3、A retired mathematician took up gardening, and is now growing carrots with square roots.───一个退休的数学家开始从事园艺工作,现在用平方根种萝卜。

4、It doesn't help you find square roots.───它不会帮你算出平方根。

5、Having found all square roots of an identity matrix.───找出了单位矩阵的所有平方根。

6、And what, too, to make of the square roots of negative numbers?───如果说以上二者已经够糟糕了,那负数开平方又将何以自处?

7、We won't buy vegetables in and others used when square roots.───我们又不会在和别人买菜时用到平方根。

8、The construction of the square roots of all integers is simple.───所有整数的平方根的结构是简单的。

9、This tells you how to find square roots.───这个让你知道怎样寻找平方根。



square roots(英语使用场景)

1、Scientific calculator function calculation, square roots prescription, angle radian calculation, 2, 8, 10,16 between hexadecimal conversion.

2、The characteristic values, which are the square roots of heat release rate and pressures on PDSC tests, can be correlated to burning rates of RDX-CMDB by using a liner equation.

3、As this output demonstrates, one nice feature of cube roots compared to square roots: Every real number has exactly one real cube root.

4、This was using something called a bisection method, which is related to something called binary search, which we'll see lots more of later, to find square roots.

5、Having found all square roots of an identity matrix.

6、Having a square root for-1, it is now no great effort to provide square roots for all the real numbers.


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