SAT数学题请翻译再作答谢谢.for any cube,if the volume is V cubic inches
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SAT数学题
请翻译再作答谢谢.
for any cube,if the volume is V cubic inches and the surface area is A square inches,then V is directly proportional to which of the following?
A.A B.A^2 C.A^3 D.A^(2/3) E.A^(3/2)
the positive number n is the product of three different prime numbers greater than 2,if the sum of these prime number is also prime ,what is the smallest possible value for
请翻译再作答谢谢.
for any cube,if the volume is V cubic inches and the surface area is A square inches,then V is directly proportional to which of the following?
A.A B.A^2 C.A^3 D.A^(2/3) E.A^(3/2)
the positive number n is the product of three different prime numbers greater than 2,if the sum of these prime number is also prime ,what is the smallest possible value for
1 对于任何一个正方体来说,如果它的体积是V立方英寸,表面积是A平方英寸,那么V与一下那个选项成比例?
设该正方体的边长为L,对于正方体来说:V=L3 A=6*L2 把L用A表示为:L=(A/6)^(1/2)将此结果带入V=L3中,可得V=(A/6)^(3/2),因为(1/6)^(3/2)为常数,所以V与A^(3/2)成比例
2 正数n是3个比2大的不同的质数的乘积.如果这三个质数的仍然是个质数,那么n最小是什么?
为了使n最小,那三个质数也应该尽可能的小.这题我就是凑出来的.3+5+7=15,非质数,排除.3+5+9=17,质数,所以n最小为135
设该正方体的边长为L,对于正方体来说:V=L3 A=6*L2 把L用A表示为:L=(A/6)^(1/2)将此结果带入V=L3中,可得V=(A/6)^(3/2),因为(1/6)^(3/2)为常数,所以V与A^(3/2)成比例
2 正数n是3个比2大的不同的质数的乘积.如果这三个质数的仍然是个质数,那么n最小是什么?
为了使n最小,那三个质数也应该尽可能的小.这题我就是凑出来的.3+5+7=15,非质数,排除.3+5+9=17,质数,所以n最小为135
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