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i=1,j=1:x(1,1)=x(0,0)+1+1=2i=1,j=2:x(1,2)=x(0,1)+1+2=3...
i=1,j=5:(x,5)=x(0,4)+1+6=6---
i=2,j=1:x(2,1)=x(1,0)+2+1=3i=2,j=2:x(2,2)=x(1,1)+2+2=2+2+2=6i=2,j=3:
x(2,3)=x(1,2)+2+3=3+2+3=8 and so on, the result can be obtained.
And so it goes.
x(3,4)=x(2,3)+3+4
x(1,2)+2+3)+3+4
(x(0,1)+1+2)+2+3)+3+4=0+1+2+2+3+3+4=15
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This question should be based on x(i,j)=x(i-1,j-1)+i+j recursively: the fastest x(3,4)=x(2,3)+3+4 ,x(2,3)=x(1,2)+2+3 ,x(1,2)=x(0,1)+1+2 ,x(0,1) is not assigned, so it is 0
So x(1,2)=3, then x(2,3)=8 and x(3,4)=15
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i Perform 1 time.
j is executed 1 time, x(1,1)=x(0,0)+1+1=2'x(0,0) is 0 bar j executed 2 times.
x(1,2)=x(0,1)+1+2=3
j 3 times.
x(1,3)=x(0,2)+1+3=4
j 4 times.
x(1,4)=x(0,3)+1+4=5
j 5 times.
x(1,5)=x(0,4)+1+5=6
i Perform the second time.
j 1 time.
x(2,1)=x(1,0)+2+1=3
j 2 times.
x(2,2)=x(1,1)+2+2=2+2+2=6j 3 times.
x(2,3)=x(1,2)+2+3=3+2+3=8j 4 times.
x(2,4)=x(1,3)+2+4=4+2+4=10j 5 times.
x(2,5)=x(1,4)+2+5=5+2+5=12i.
j 1 time.
x(3,1)=x(2,0)+3+1=4
j 2 times.
x(3,2)=x(2,1)+3+2=3+2+3=8j.
x(3,3)=x(2,2)+3+3=6+3+3=12j 4 times.
x(3,4)=x(2,3)+3+4=8+3+4=15 This is the answer, right, execute it 5 times.
x(3,5)=x(2,4)+3+5=10+3+5=18
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The result of the run is that the reasoning is as follows:
The step size of the for loop is 10, so the variation of the loop variable i is
The value of s is 9+19+29+39=96
The last value of i is 49, not greater than 50, so do s = s - i 2 = 96-49 2=
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As shown in the figure, this is the third question, the second question is not clear, apples and pears are entered in catties or unit price, input is the number of catties, then how much is the unit price, and the input is the unit price, so how many catties. The data is not clear and cannot be calculated.
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Calculate payment interface.
Verify that the password interface is correct.
Verify Password Interface The password is incorrect.
should meet your requirements.
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