May be helpful for you....!!! And try to understand the concept.
Please upvote me....!!
(3 points) How many integer solutions of + +33 +34 = 30 are there with I,...
Problem 3 Let n and k > l be positive integers. How many different integer solutions are there to x1 +...+ In = k, with all xi <l?
Problem (2), 10 points Disprove the following statement: If m > 2 is an integer, then (a + b) (mod m) = a (mod m) +b (mod m) for all integers a and b.
1) 2) 3) integer A, B; input (A): while (A> 0) 5) A=2*A; 6) i (A < 20 or A> 30) 7) 8) 9) 10 lse B-A 2, 12) B-A 2 13) 14) output (A, B): 15) input (A): 16) end;
Prove that is an integer for all n > 0.
Construct a PDA that accepts {a"ba" bn | n0Am >0};
8. Use mathematical induction to prove that n + + 7n 15 3 5 is an integer for all integers n > 0.
(c). Determine the Fourier transform of s(t)={! -1<i<1 14 > 1
PLEASE DO BOTH (9) (5 pts) How many solutions are there to the inequality 11 +*2+I3 <11, where 21, 22, and 13 are non-negative integers? Hint: Introduce an auxiliary variable In such that 21+12+13+14 = 11. (10) (5 pts) How many terms are there in the expansion of (2x + 3y + 5z)50?
where 7 is the region defined by >0, y >0, >0, r+y+z<3.
2 KCIO3 ------>2 KCl + 3 02 How many moles are there in 6.25 grams of KClO3? (remember appropriate significant digits) Do not include units in your answer.