1. __________ numbers have infinite nonrepeating decimal representations.
irrational
2. Determine which numbers in the set are (a) natural numbers, (b) whole numbers, (c) integers, (d) rational numbers, and (e) irrational numbers.
(A) 5, 12; (b) whole numbers
(B) 0, 12, 5; (a) natural numbers
(C) 0, 12, 5, -7, -3; (c) integers
(D) -7, (-7/3), 0, 3.12, 5/4, -3, 12, 5 (d) rational numbers
(E) sqrt 5 (e) irrational numbers
Tim has 7 hotdogs he had sold 5 of them.Now Tim has 2 hot dogs left
hope this helped
sorry for my bad English
The solution is in the attached picture.
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K added to 10 gives you 4 times the value of K.
If you wanted to solve the expression:
Subtract both sides of the expression, right hand side(10+k) and left hand side(4K), by -k as you want to get rid of the variable to get simply 10 on the LHS.
10+k -k = 4k -k
If we want to subtract k from k then we get 0, and if we want to subtract k from 4k we get 3k. For the sake of simplicity think of k as an object saying if I subtract object A from object A I get zero, and so forth.
We are left with the expression:
10 = 3k
We divide both sides by 3 as to get rid of it from the RHS.
We get a solution 10/3 = k
Answer:
Step-by-step explanation:
Let x be the smaller number.
The next even number will be (x + 2).
Subtract 2 from both sides:
Divide both sides by 2:
The smaller number is 32.
Larger number