求解图片中的数学证明题
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4(a)proof:
for every prime number p ,we have only one even number is 2,and others is all odd
case1: p is even,p=2 then p+7=9 is acomposite
case2 p is odd ,7 is odd p+7 is even therefore 2| p+7
(b)proof:
we want to proof x^3=27 has a natural number solution,we can find this solution
we have x=3 x^3=3*3*3=27 hence this equation has a natural solution
5(a)disproof:
for any positive ε belong to R,we can choose N>1
such that x=ε/N<ε and -x>ε
(b)disproof:
we can take S={0}⊂N, any t ∈S, t=0, |t|=0<1
for every prime number p ,we have only one even number is 2,and others is all odd
case1: p is even,p=2 then p+7=9 is acomposite
case2 p is odd ,7 is odd p+7 is even therefore 2| p+7
(b)proof:
we want to proof x^3=27 has a natural number solution,we can find this solution
we have x=3 x^3=3*3*3=27 hence this equation has a natural solution
5(a)disproof:
for any positive ε belong to R,we can choose N>1
such that x=ε/N<ε and -x>ε
(b)disproof:
we can take S={0}⊂N, any t ∈S, t=0, |t|=0<1
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太感谢了 我刚回来还没有具体看 如果有不理解的 还希望你能解答
最后一个5(b) 有乱码?
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