Is 16.5 greater than or less than 16.52

Answers

Answer 1

Answer: 16.5=16.50
16.52 is .02 bigger than 16.5

Answer 2

Answer:
it is easy 16.52 is greater because 16.5 is the same as 16.50

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Find the LCD for each pair of fractions3/4, 5/83/4, 1/121/6, 5/242/9, 1/61/4, 3/71/12, 7/242/5, 1/21/16, 3/88/9, 1/5
The fraction 8/9 is equivalent to what percent round your percent to the nearest tenth

11. Pam's patio IS shown below V What are me perimeter and area of the patio 1 . r Could a square with whole number side lengths have the same perimeter as the patio The same area Explain (14-8)

Answers

the perimeter is 22.
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Eli has 7 games on his phone. His sister has 6 more than him. Which ratio compares the number of games on Eli’s phone to the number of games on his sister’s phone?

Answers

13:7 we working on ratios now.

Hope this helps

First figure out how many his sister has so 6+7=13 so the ratio is 7:13 because of how its worded since it says Eli's games first then thats how you get 7 then his sisters 13 so final answer 7:13

Phyllis solved the compound inequality 16 ≤ 2(3x – 1) < 28. She began by first breaking the inequality into two separate inequalities, then she correctly solved each for x. Which graph represents her solution? A number line with a point at 3 with a bold line pointing to the right stopping at the open circle at 5. A number line with an open circle at 3 with a bold line pointing to the right stopping at the point 5. A number line with a point at 3 with a bold line pointing to the left and an open circle at 5 with a bold line pointing to the right. A number line with an open circle at 3 with a bold line pointing to the left and a point at 5 with a bold line pointing to the right.

Answers

Answer:

A number line with a point at 3 with a bold line pointing to the right stopping at the open circle at 5.

Step-by-step explanation:

Phyllis solved the compound inequality $16\le2(3x-1) < 28.$ She began by first breaking the inequality into two separate inequalities $16\le 2(3x-1)$ and $2(3x-1)<28$ , then she correctly solved each for x:

1) $16\le 2(3x-1):$

Rewrite this inequality:

$2(3x-1)\ge 16$

Divide by 2:

$3x-1\ge 8$

Add 1:

$3x-1+1\ge 8+1\n \n3x\ge 9$

Divide by 3:

$x\ge 3$

2) $2(3x-1)<28:$

Divide by 2:

$3x-1<14$

Add 1:

$3x-1+1<14+1\n \n3x<15$

Divide by 3:

$x<5$

The solution to the compound inequality are all values of x which are greater than 3 or equal to 3 and less than 5. So, you have to plot point at 3, draw a bold line to 5 and plot open circle at 5. Hence, option

A number line with a point at 3 with a bold line pointing to the right stopping at the open circle at 5

is true.

The answer to your question would be A.

Hope you have a nice day!

Solve: Negative one-half + c = StartFraction 31 over 4 EndFractionc = StartFraction 33 over 4 EndFraction

c = 8

c = StartFraction 29 over 4 EndFraction

c = 7

Answers

Answer:

Step-by-step explanation:

got it right on edge so......

If triangle ABC is dilated about the center of the triangle to create triangle A'B'C', dilated line D'E' will

Answers

Line D'E" will be parallel to DE

If i buy 4 cans of soup for $6.00 which proportion can be used to find the cost of 13 cans

Answers

Final answer:

The cost of 13 cans of soup, given that 4 cans cost $6.00, can be determined using a proportion. The proportion is set up as 4 cans / $6.00 = 13 cans / x, which Solving for x indicates that the cost for 13 cans of soup is $19.50.

Explanation:

The question is asking for the cost of 13 cans of soup, given that 4 cans cost $6.00. This can be solved using a proportion. A proportion is set up as an equivalent fraction equation, where the ratio of the number of cans to the cost is equal in both situations. Here, the proportion is 4 cans / $6.00 = 13 cans / x, where x is the cost we are trying to find for 13 cans of soup.

To solve for x, we would use cross-multiply. This gives us 4x = 78, where we then divide both sides by 4 to get x = $19.50. So, the cost of 13 cans of soup is $19.50.

Learn more about Proportion here:

brainly.com/question/32430980

#SPJ2

4cans/$6 = 13cans/$x now cross multiply and solve for x

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