<span>As the coach calls two players and those two players call two players each. Then total players called in second round of calls would be four. Which can be calculated by an equation.. 2^n
Where n will the round in which the call would be there.</span>
Answer:
"2"
Step-by-step explanation:
The quadratic equation has the form:
Looking at the expression given, if we can replace "(x^3 + 1)" with another variable, such as u, then it will create a quadratic equation in the form shown above.
Let's replace "(x^3 + 1)" with u and check if it creates a quadratic:
yes, this works because the equation we got in u falls in the quadratic category.
Answer choice 2 is right.
Its a repeating decimal 0.22222222222222222222222
Answer:
w = 12°
Step-by-step explanation:
Angle J = Angle H
Angle K = Angle I
So lets find the sum of the entirety of angles
360° = 2w + 34° + 2w + 34° + 4w + 74° + 4w + 74°
360° = 12w + 68° + 148°
360° = 12w + 216°
Subtract 216° from both sides
360° - 216° = 12w + 216° - 216°
144° = 12w
Divide both sides by 12
144°/12 = 12w/12
12 = w
w = 12°
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-Chetan K
Answer:
<u>SYSTEM</u><u> </u><u>1</u>
<u>SYSTEM</u><u> </u><u>2</u>