Mathematics

Mathematics, 02.08.2019 14:00, leoisawesome18

When you multiply an even number by an odd number the answer is always an odd number

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Mathematics, 15.08.2019 15:10, michaelbernbenn5740

Understanding mathematics, resource 2, chapter nine. 6. if i think of a number, halve it, take away 5 and then add on 3 times the number i thought of i end up with a number that is 4 more than twice the number i first thought of. what was the number i first thought of? 7. i think of a number and add it to twice itself. if i then take away one less than the number first thought of i end up with an answer of 9. find the number first thought of. 8 i think of a number, add 4 and then multiply the answer by 5. i could have achieved the same final answer had i instead multiplied my chosen number by 4 and then added 5. what was the number i thought of? 9. if i take a particular number from 3, double the answer and take the result of doing this from the answer obtained by multiplying the particular number by 3 and adding 15, i end up with 25. what is the particular number i started with? 10. i think of a number, add three, divide the answer by 2 and then add 7 this gives an answer that is the same as i would have obtained had i instead doubled the number first thought of and then taken away 8. find the number first thought of pls answer whichever you can do!

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Mathematics, 20.08.2019 06:10, jwbri

Multiply the number by 4. add 10 to the product. divide this sum by 2. subtract 5 from the quotient. the first number is 1 and the result is 2 the second number is 5 and the result is 10 the third number is 9 and the result is 18 the fourth number is 10 and the result is 20 write a conjecture that relates the result of the process to the original number selected. part a) represent the original number as n. answer is 2n part b represent the original number as n, and use deductive reasoning to prove the conjecture in part (a). multiply the number by 4. with part b .

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Mathematics, 24.10.2019 06:43, deelashasharma

Why is it that |-15| = |15|? a. the absolute value of a number always gives the opposite of a negative number and the square of a positive number. b. when the numbers are squared, they give the same answer. c. the absolute value of a number gives its distance from zero on the number line. d. when you multiply either number by -1, you get the other

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