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Gre4nikov
4 days ago
5

The eastward translation of the rose garden is along which axis? What integer represents a change of two yards east?

Mathematics
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an auto transport truck holds 12 cars. A car dealer plans to bring in 1006 new cars in June and July. if an auto transport truck
tester [12383]

Divide 1006 by 12

1006 / 12 = 83.833

This results in 83 complete trucks

83 * 12 = 996

Hence, 10 cars will be in the final truck

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2 months ago
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Employee C is paid an hourly rate of $13.25 per hour and works 2,080 hours per year. The employee was just promoted and received
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His hourly wage was $13.25, and he just got a 15% increase.
Calculating: 13.25 + 0.15 × 13.25 = 13.25 + 1.99 = 15.24 dollars per hour with the raise.

For 2080 hours, the total yearly pay is:
15.24 × 2080 = 31,699.20 <==
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3 months ago
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A student solved the problem below by first dividing 20 by 10. What mistake did the student make? A baseball team has won 20 gam
Leona [12618]

Answer:


Step-by-step explanation: The error made by the student was dividing the wins by the losses.

The student should have divided the wins by the total number of games played.

Initially, the student ought to have summed 20 and 10 to conclude there were 30 games in total.



8 0
2 months ago
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Paul, Kevin, Justin, and David will share the cost of buying a fishing boat.
PIT_PIT [12445]
For Paul, the calculation is 2550 * 0.2 = 510. For Kevin, it's 2550 * 0.25 = 637.5. Justin's calculation is 2550 * 0.3 = 765. Lastly, David's portion, calculated as 2550 minus the others' contributions, results in 637.5.
8 0
1 month ago
The height of an arrow shot upward can be given by the formula s = v0t - 16t2, where v0 is the initial velocity and t is time. H
Svet_ta [12734]

The arrow reaches a height of 48 feet at about 0.55 seconds and again at approximately 5.45 seconds.

Explanation

The formula provided is: s=V_{0}t-16t^2

Given the initial velocity as 96 ft/s, we have V_{0}=96

To determine when the arrow attains a height of 48 feet, substitute s= 48 into the formula:

48=96t-16t^2\\ \\ 16t^2-96t+48=0\\ \\ 16(t^2-6t+3)=0\\ \\ t^2-6t+3=0\\ \\ t^2-6t =-3\\ \\ t^2-6t+9=-3+9\\ \\ (t-3)^2 = 6\\ \\ t-3= \pm \sqrt{6} \\ \\ t=3\pm \sqrt{6}\\ \\ t = 5.45 , 0.55

Therefore, the arrow is at 48 feet height at roughly 0.55 seconds and again at 5.45 seconds.

7 0
3 months ago
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