A stick measures 2 3/10 meters long write both of the decimal and percent equivalent to the length of the stick

Answers

Answer 1

Answer:

Answer:

decimal is 2.3 and percent is 230%

hope this helps

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On Monday,hakim stocked up on bottled water for the trip. On Tuesday, he purchased five more bottles to add to his collection. On Wednesday, half of his entire collection remained and he only had 7 left. How many did he have on Monday?
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9. If the area of a rectangle measures 20 square inches, the side lengthsmust be 4 inches and 5 inches.

A box contains 13 nickels and 5 quarters. What is the ratio of quarters to nickels?A.
5 to 13

B.
13 to 5

C.
5 to 18

D.
18 to 5

Answers

a, because its the ratio between qauters and nickels

5 :13 quarters:nickless

A store has fifteen 2 liter bottles of soda on the shelf. How many milliliters of soda does the store have?

Answers

Answer:

30,000 milliliters

Step-by-step explanation:

There are 15 2-liter bottles, so you must get the total number of liters by multiplying 15 and 2 to get 30. Then, because there are 1,000 milliliters per liter, you multiply 30 by 1,000 to get 30,000 milliliters total.

Does canned spam taste good?

Answers

Answer:

its fine because

Step-by-step explanation:

People who grew up with it often find it to be fine, good, or even delightful. Others may find it to be absolutely disgusting. Personally, I think SPAM tastes fine, but it's a bit too salty on its own. So, I think it's best when eaten with other foods that need some extra salt (like rice, eggs, etc.).

Answer:

-depending on what you like it taste like a salty, and slightly spicy, ham flavor.

Find f(x)=x 4/7+9/14 can someone help me solve this as a improper fraction

Answers

the expression in the form of an improper fraction is: $f(x) = (14x^(4/7) + 9) / 14$ . To find f(x) when $f(x) = x^(4/7) + 9/14$ , we need to combine the terms on the right-hand side and simplify the expression.

Step 1: Combine the terms on the right-hand side:

$f(x) = x^(4/7) + 9/14$

Step 2: To express $x^(4/7)$ as an improper fraction, we raise x to the power of 4/7. Remember that the denominator of a fraction represents the root (in this case, the 7th root) and the numerator represents the power (in this case, 4).

$x^(4/7) = (x^4)^(1/7)$

Step 3: Simplify the expression $(x^4)^(1/7):$

$(x^4)^(1/7) = x^(4/7)$

Now, the expression becomes:

$f(x) = x^(4/7)+ 9/14$

Step 4: To make a common denominator for adding the fractions, find the least common multiple (LCM) of 7 and 14, which is 14.

Step 5: Rewrite both fractions with a denominator of 14:

$f(x) = (14/14) * x^(4/7) + (9/14)$

Step 6: Combine the fractions:

$f(x) = (14x^(4/7) + 9) / 14$

So, the expression in the form of an improper fraction is:

$f(x) = (14x^(4/7) + 9) / 14$

To know more about improper fraction:

brainly.com/question/25429050

#SPJ2

so you multiply the top and bottom of the first fraction by two, so that both fractions have 14 on the bottom, then we can simply add across the top

Miranda brought 24 cookies to share with her class. 2/3 of the cookies are chocolate chip. How many are chocolate chip?16
18
12
20

Answers

multiple 24 with 2 and divide with 3 chocolate chips = 16

X + x - 5 greater than equal to 33

Answers

To write this inequality first lets write the word form. The determine the symbol, and write it out:-

x + x - 5 greater than or equal to 33

greater than or equal to sign is ≥.

lets write it out with the sign:-

x + x - 5 greater than or equal to 33.
x + x - 5 ≥ 33

If we were to write this in correct words it would be

A number plus a number minus five, is greater than or equal to thirty-three.

Hope I helped ya!! xD

$x+x-5 \geq 33\n\n2x -5 \geq 33\n\n2x -5 + 5 \geq 33 + 5\n\n2x \geq 38\n\n(2x)/(2) \geq (38)/(2)\n\n\boxed{\bf{x \geq17}}$

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Which inequality best models the situation if variable p is the length of a piece of wood in feet?The pieces of wood used in a building project must be less than 15/34 feet long. Show the possible lengths. A. and may be a negative number. B. and must be a positive number. C. and must be a positive number. D. and may be a negative number.

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Which of the b-values satisfy the following inequality?5