Explain an algorithm named count
Use pseudocode to explain an algorithm named count that has inputs a sequence of n integers and outputs the number of distinct terms in the input sequence. For example, count(3,5,-8,5,12,3) = 4
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Let x and y be real numbers. Prove that the greatest integer function satifies: [x] + [-x] = 0 or -1, according as x is an integer or not.
Determine an orthonormal basis of the column space of A.
Two different factories both produce certain automobile part. The probabbility that a component from the first factory is defective is 2%, and the probability that a component from the second factory is defective is 5%. In a supply of 180 of the p
April 30 was in transit. The bank charged Mr. Jones $12 for the check printing and $18 for an NSF check. Mr. Jones forgot to record $30 withdrawal at the ATM. The bank also gathered a $400 note for Mr. Jones. Find out the reconciled balance.
Find out all minimal and all maximal elements of the poset. Determine all least and greatest elements of the poset
Rewrite each equation in one standard form of the conic sections and identify the conic section. Please show steps and explain :( Prof didn't go over this.
Two pickups are tied to the monster truck. One pickup pulls with force of 3000 pounds. The other pulls with force of 4000 pounds with angle of 45 degrees. With how much force should the moster truck pull in order to remain unmoved?
Two ships leave a port at the same time. The first ship sails on a bearing of 52 degree at 17 knots (nautical miles per hour) and the second on a bearing of 322 degree at 22 knots. How far apart are they after 2.5 hours? Answer in nautical miles.
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Write a paper on how the government policy impacted on global trade and power. What happened -describe govern policy or event.
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Which type of attributions (ability, effort, task difficulty, luck) is Jordan making? Are they internal or external, stable or unstable?
This week we examine the history of the physiological influence within psychology, including the concept of psychophysics and Galton's genetics. Min 250 words.
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