Once a commercial plane reaches the desired altitude, the pilot often travels at a cruising speed. On average, the cruising speed is 570 miles/hour. If a plane travels at a cruising speed for 7 hours, how far does the plane travel while cruising at this speed?

Answers

Answer 1
Answer: all you do is 570 multiplied by 7 on a calculator and you get your answer which is 3,990

Related Questions

Clare estimates that her brother is 4 feet tall. When they get measured at the doctor’s office, her brother’s actual height is 4 feet, 2 inches. Should Clare's or the doctor's measurement be considered the actual height? Explain your reasoning. What was the error, expressed in inches? What was the error, expressed as a percentage of the actual height?
Keira has 750 square inches of wrapping paper. Her package is in the shape of a right rectangular prism that is 15 inches long 12 inches wide and 8 inches high. Does she have enough paper to cover her package? Explain your reasoning. 2: Sam and alana both have prisms with Heights of 20 inches. Sam's base is a right triangle with legs that are 3 inches long and 4 inches long. Alana's base is a rectangle that is 3 inches by 4 inches. Which prism has the greater volume?
With which values ​​of the argument the function acquires a value equal to144 ​
What is 72:75 as as fraction
How Can I Solve This Question? Please Help

leo takes 30 minutes to eat dinner 15 minutes to change clothes and 20 minutes to walk to practice.if leo needs to be at hockey practice at 7:15 pm what time does he need to begin

Answers

Hi there, first let's add up the minutes, 30 minutes+15 minutes+20 minutes equals 65 minutes, 65 minutes equals 1 hour and 5 minutes. 7:15 pm, an hour before that is 6:15, 5 minutes before that is 6:10. Therefore, Leo needs to begin at 6:10 pm
6:10 pm if you want to be exact 

multiply or divide and then simplify

(x+1)^2/(x-5)*(x-3)/(x+1)

3x+3/2 divided by 4/9x+9

4a/3a-3*3(a-1)/16a

x+2/x-1 divided by 5x+10/x-2

Answers

((x+1)^2)/(x-5)\cdot(x-3)/(x+1)=(x+1)/(x-5)\cdot(x-3)/(1)=((x+1)(x-3))/(x-5)=(x^2-3x+x-3)/(x-5)=(x^2-2x-3)/(x-5)\n\nD:x\neq5\ \wedge\ x\neq-1


(3x+3)/(2):(4)/(9x+9)=(3x+3)/(2)\cdot(9x+9)/(4)=(27x^2+27x+27x+27)/(8)=(27x^2+54x+27)/(8)\n\nD:x\neq1


(4a)/(3a-3)\cdot(3(a-1))/(16a)=(1)/(3a-3)\cdot(3a-3)/(4a)=(1)/(4a)\n\nD:a\neq1\ \wedge\ a\neq0


(x+2)/(x-1):(5x+10)/(x-2)=(x+2)/(x-1)\cdot(x-2)/(5x+10)=(x+2)/(x-1)\cdot(x-2)/(5(x+2))=(1)/(x-1)\cdot(x-2)/(5)=(x-2)/(5x-5)\n\nD:x\neq1\ \wedge\ x\neq2\ \wedge\ x\neq-2

How much % of 97.99 is 83.30?

Answers

Answer=85.01% or 85% depending on where you want to round

  83.30        x
_______=____
 97.99       100

Cross multiply
97.99x=8330
divide both sides by 97.99
x=85.0086743545
round to the nearest hundredth
x=85.01%


15 yards of 18 yards percent of change

Answers

cross multiply

15/18 = x/100
100 • 15/ 18 = x
x = 83.333333 %
Find the difference between the two, which is three yards. From this, you then divide the first one (15) by three, to get 5. 1/5 = 20%, therefore, the percentage change is 20%

How to do this table?

Answers

Given:
52 weeks in 1 year.

f(n) = 52n

Hanna's age in year:                      Hanna's age in weeks
1                            f(1) = 52(1)                    52
2                            f(2) = 52(2)                  104                   
3                            f(3) = 52(3)                  156
4                            f(4) = 52(4)                  208
5                            f(5) = 52(5)                  260

11                          f(11) = 52(11)               572

Alan drew a polygon with four sides and four angles. All four sides are equal. None of the angles are right angles. What figure did he draw

Answers

Trapezoid because no angle is 90 degrees and it has 4 sides