<span>cy + 3 = 6d - 2y
cy + 2y = 6d - 3
(c + 2)y = 6d - 3
y = (6d - 3)/(c + 2)</span>
Jamie is currently constructing shipping containers for a store selling sports equipment. These containers are designed as rectangular prisms.
Response:
Here is the solution to the question:
Detailed Steps:
The following steps will be followed in this task:
- Step 1: Utilize the formulas tab on the sheet where you will apply the function found in the FLG "Function Library group".
- Step 2: Click on the Financial button, then select PMT.
- Step 3: After selecting PMT, input "B3/12" into the rate argument box.
- Step 4: In B4, fill in the Nper argument box with the value found in cell "B2" for the Pv argument box.
- Step 5: Click the OK button to finish.
To find the height equation for the soccer ball's trajectory, we start with the acceleration due to gravity of g=9.81 m/s². Converting this gives us approximately 32.18 ft/s², rounded to 32 ft/s². The height formula is h = -g/2 * t² + vt + h0. Setting t=0 and h=0, we deduce that h0=0. Thus h=-16t² + vt applies. Given that the ball reaches 50 ft in 2.5 s, it reaches 25 ft in 1.25 s. Now, using 25=-16(1.25)² + v(1.25), we find velocity v=50/1.25, which simplifies to 40. Therefore, the height equation is h = -16t² + 40t.
Answer:
x > -1 or x < -1
Step-by-step explanation:
For the first inequality, 5x - 29 > -34:
Step 1: Add 29 to both sides to isolate the term with x
5x > -34 + 29
Step 2: Simplify the right side
5x > -5
Step 3: Divide both sides by 5
x > -1
Therefore, x must be greater than -1.
For the second inequality, 2x + 31 < 29:
Step 1: Subtract 31 from both sides
2x < 29 - 31
Step 2: Simplify the right side
2x < -2
Step 3: Divide both sides by 2
x < -1
Thus, x must be less than -1.
