Given v=31 and s=0
<span>H(t) = -16t2 + vt + s
</span>
H(t) = -16t^2 + 31t
dH/dt = -32t + 31
<span>At the maximum height, dH/dt = 0
-32t + 31 =0
t = 31/32 = .96875
substitute back to H(t)
</span>
H( .96875) = 15.0 ft
ans is C
Since we know that Tanya scored 9,879 fewer points than Juan, we have to subtract 101,473 from 9,879.
101,473-9,879=91,954.
91,954 represents Tanya's points. Now, we'd have to add that to 9,835 points because Will scored more than her.
91,954+9,835=101,429.
Will scored 101,429 points in this game.
Answer:
21°
Step-by-step explanation:
We can prove these two triangles congruent by the HL (Hypotenuse-Leg) theorem. Then, we know that m<YQR is congruent to m<PQY. We can then use their given values to form an equation.
5x+6=16x-27
Continue to solve . . .
33 = 11x
x=3
Therefore, we can plug this value of 3 into the expression for the value of m<YQR, and you will get
(16 x 3) - 27, which is equal to 21°.
The answer is $79.96 but rounded it would be $80