Question: Please solve the following modular operations. 113 (mod 7) = Enter the prime factorisation (in exponent form) of 600. Using the information above, enter

prime factorisation (in exponent form) of 600. Using the information above, enter

Please solve the following modular operations. 113 (mod 7) = Enter the prime factorisation (in exponent form) of 600. Using the information above, enter the gcd and the lcm of 600 and 13125. gcd (600,13125)= Icm (600,13125) = Show steps (You will lose 1 mark.) Convert 5454 from base 9 to base 10. 54549 = 10 Modular Arithmetics Please solve the following modular operations. -116 (mod 12) = Show steps (Your score will not be affected.) Modular Arithmetics Please solve the following modular operations. Modular Arithmetic Find a number between 297 and 305 which satisfies this equation: (mod 9) = 2 Show steps (Your score will not be affected.) Modular Arithmetics Please solve the following modular operations. Modular Arithmetic Find a number which satisfies this equation: 98 (mod )=3 Euclidean Algorithm Apply the Euclidean algorithm to find the greatest common denominator between 1148 and 364 Part a) Algorithm Enter the matrix Rows: 1 + Part b) gcd gcd (1148,364)= Part c) LCM Lowest Common Multiple Use the information above to calculate the lowest common multiple between 1148 and 364. Icm(1148,364)= Show steps (You will lose 1 mark.) Answer: Submit all parts Unanswered Submit part Unanswered Submit part Unanswered

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