A car travels 64 miles per hour how long does it take to travel 368 miles

Answers

Answer 1
Answer: It would take the car about 6 hours. 368 divided by 64, which equals 5.75, if rounded, would be 6.

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Help needed! Combine the like terms to make a simpler expression: 8t + 1 + (-4t) + (-6)
1/2 gallons equal how many cups
Anna has volunteered 9 more hours than tricia. write an algebraic espression with the statement
David and Amanda are trying to figure out how long they can live off their $12,350 savings if they spend $240 each month. They have each created an equation.
Samriti traveled 7/12 of the distance to her cousin's house before taking a break. which fraction represents the remainder of her trip? if her total trip is 240 miles, how far does she still need to travel?

The jacket is reduced in price from $40 to $30 what's The percentage of decrease in the price

Answers

I think the price would go down 25%

A decimal that is equivalent to three and ten hundredths

Answers

3=3
hundreths is 2nd decimal place
10 hundreths=10/100=1/10
actually is 1 tenth
tenth=1st decimal place
3 and 0.1=3.1

Can you express 9 over 9 as a mixed number why or why not

Answers

it is not a mixed number because if you put the same number of the numerator on the denominator it would be a mixed number (1)

you cannot express 9/9 as a mixed number becasue 9 divided by 9 is 1 wth nothing left over, tecnically you can add 0/(any number) and it would remain true becasue 0 OVER anything is 0. (9)/(9) \n  1 (0)/(any_-number) \n 1

Juan purchased 16 lemons and used 5 on the first day of making lemonade. On the second day, he purchased 12 lemons and used 11. Juan wrote this expression to find how many lemons he should have left. (16 – 5) + (12 – 11) Which expression correctly uses the additive inverse and properties of operations to show the same value? (–16 + –12) + (–5 + –11) 16 + (–5 ) – 12 + (–11) 16 + 12 + (11 – 5) (16 + 12) + (–5 + –11)

Answers

Answer: Last Option

(16 + 12) + (- 5-11)

Step-by-step explanation:

The associative property states that no matter the order in which you add the number groups, the result will always be the same.

The original expression is as follows:

(16 - 5) + (12 - 11) = 12

Now if we apply the associative property we can rewrite the expression as shown:

(16 + 12) + (- 5 + (- 11))

Now notice that the result remains the same:

(16 + 12) + (- 5-11) = 12

Therefore the correct answer is the last option

Answer:

D : (16 + 12) + (–5 + –11)

Step-by-step explanation:

Just did the question.

leslie needs 48 ounces of charcoal for her grill how many pounds of charcoal should she buy please help

Answers

It is 3 because there 16 oz in 1 pound.48 divided 16 equals 3

1. When I use line segments to connect the corresponding points of a pre-image and the image in atranslation, the line segments are
because​

Answers

The translation moves each point on the pre-image the same distance

horizontally and vertically to location of the image.

The completed paragraph is; When I use line segments to connect the

corresponding points of a pre-image and the image in a translation, the line

segments are parallel, because, their slope (ratio of Rise to Run) are equal.

Reasons:

Connecting the corresponding points of a pre-image and the formed

image in a translation transformation with line segments give lines that are

parallel to each other, given that the Rise (change in the y-value) and Run

(change in the x-values) are equal.

The translation between two points are \mathbf{T_((\Delta x, \ \Delta y))}

\mathrm{The \ slope \ between \ the \ points \ is} \ (\Delta y)/(\Delta x)

Therefore, the connecting lines have the same slope and are therefore,

parallel.

Learn more here;

brainly.com/question/18202376

Answer:

The segment connecting two corresponding points on the image and pre-image is a perpendicular bisector, so the line of reflection bisects the segment and the segment is perpendicular to the line of reflection, or intersects the line at a 90 degree angle. ... A transformation in which the image and pre-image are congruent.