Write a number that has a hundreds digit that is greater than its tens digit

Answers

Answer 1
Answer: 210, 310, 320, 410, 420, etc.

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What is ?5*1 3/5
A.5 2/5
B. 5 3/5
C. 8
D. 15

Answers

Change the mixed number to an improper fraction:
1(3)/(5)(8)/(5)

=5 × (8)/(5)
=(80)/(5)
=8

Answer is C. 8

Aaron received a $25 gift card for his birthday. He used it to download a game for $3.99and some songs for $0.99 each.
The following inequality models the relationship among the quantities in this scenario
where x represents the number of songs Aaron can afford to download:
25 ≥ 0.99 x + 3.99
Show all work to solve the inequality

Answers

25 ≥ 0.99x + 3.99

Subtract 3.99 to both sides:

21.01 
≥ 0.99x

Divide 0.99 to both sides:

21.22 
≥ x

≤ 21.22

So he can buy less than or equal to 21 songs.
21 \geq x



25 \geq 0.99x + 3.99

25-3.99 \geq  0.99x + 3.99-3.99  (Subtract 3.99 on both sides)

21.01/0.99 \geq 0.99x/0.99  (Divide 0.99 to isolate x)

21.01/ 0.99 is 21.222 bar, so round it to the nearest ones place, which is 21.

21 \geq x

Check:

0.99(21)+3.99  (Multiply)

20.79+3.99  (Add)

24.78, which is $25.








Why is it difficult/ impossible to find even prime numbers?

Answers

It is difficult because prime numbers are numbers with no factors. There's not many. A lot of one digit numbers are prime and odd numbers but after 2, all of the even whole numbers are composite and some odds past 100 (and some before 100) are, also

Examine the solution to the equation.-6(x + 5) + 3 = -2(x + 4) - 4x
6x - 30 + 3 = -2x - 8 - 4x
-6x-27 = -6x - 8
-27 = -8
Which statements accurately describe this equation?
Check all that apply.
This equation has one solution.
This equation has no solution.
This equation has infinitely many solutions.
Any inp/ value for the variable will generate a true
equation
Any input value for the variable will generate a false
equation.

Answers

Answer:

2, 5 i did the assignment

Step-by-step explanation:

Jordan was trading baseball cards with some friends. He gave 15 cards to Tommy and got 3 back. He gave two thirds of his remaining cards to Elaine and kept he rest for himself m. In the end he had 25 cards. How many baseball cards did he start with?

Answers

87; If he gave two thirds of his remaining cards to Elaine, then he had one third left.  If one third of his remaining cards is 25, then 25 x 3 will give you what he had after trading with Tommy.  When he finished trading with Tommy he had 75 cards.  if he gave away 15 cards, but got three back, then he must have had 87 cards to begin with.

Check your answer:

87-15 = 72

72+3 = 75

2/3 of 75 = 50

75-50 = 25

Great!

Zena and Audrey are on the same bowling team. The sum of their averages is 299. If Zena's average is 13 pins greater than Audrey's average, what is Zena's average?119
104
156
169

Answers

Easier than it looks, all you have to do is first subtract 13 from 299. You should get 286. Then, you just divide this number by two to get 143. Finally, since it asks for ZENA'S average, you add the 13 back to 143 to get the final answer of the average number of pins Zena took down, which is 156!