Answer:
1. Identify the denominator of each ratio. Ratios can be expressed using a colon (.
2. Find the least common multiple for the two denominators. To find the least common multiple, look for the smallest multiple each denominator has in ...
3. Write the equivalent fraction for the first ratio. To find the equivalent fraction, divide the least common multiple by the denominator. Multiply ...
4. Write the equivalent fraction for the second ratio. Follow the same steps you did to find the equivalent fraction for the first ratio.
Step-by-step explanation:
For a taylor polynomial
<span>f(x) = Sum a_n x^(n) </span>
<span>= Pn + epsilon </span>
<span>epsilon = Sum a_n+1 (x-x_0)^(n+1) </span>
<span>Lagrange remainder </span>
<span>a_n = f^(n) (x_0) / n! </span>
<span>|epsilon| < ∫ [x_0 to x] f^(n+1)(t) / (t - x_0)^n / n! dt </span>
<span>< max (|f^(n+1)|) (x-x_0)^n+1 / n+1! </span>
<span>In the Taylor expansion of sin x </span>
<span>sin x = x - x^3/3! ... </span>
<span>find n such that epsilon < 0.0001 </span>
<span>epsilon < max (|f^(n+1)|) (x-x_0)^n+1 / n+1! < 0.0001 </span>
<span>for sin x, max (|f^(n+1)|) < 1 </span>
<span>(6/7) < 1 so (6/7)^n <1 </span>
<span>1/(n+1)! < 0.0001 </span>
<span>n+1! > 0.0001 </span>
<span>(6/7)^7/(n+1)! < 0.0001 </span>
<span>the coefficient of x^6 = 0 in the expansion of sin x </span>
<span>sin x = x - x^3 + x^5 +- 0.0001</span>
Answer:
The whole picture is an <em><u>supplementary</u></em> angle, which adds up to 180°
But angles 1 and 2 are <em>adjacent</em> angles. They dont overlap each other and share the same vertex or point of the same angle.
Your answer is <em>C. Adjacent angles</em>
~Nuha Δ
<3 hope i helped! :)
X≥4ft 6 in an inequality represents this situation better than an equation because there isnt really a mathematical process required in finding a certain hight limit
Answer:
To find the area of a parallelogram, multiply the base by the height.
The formula is: A = B x H where B is the base, H is the height.
Step-by-step explanation: