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Darrell Lee Waltrip (born February 5, 1947) is an American motorsports analyst, author as well as a former national television broadcaster and stock car driver.He raced from 1972 to 2000 in the NASCAR Cup Series (known as the NASCAR Winston Cup Series during his time as a driver), most notably driving the No. 11 Chevrolet for Junior Johnson.
The sequence () is decreasing and has positive terms. In fact, for all : >, because it is an integral of a non-negative continuous function which is not identically zero; + = + = () () >, again because the last integral is of a non-negative continuous function.
The entire prize purse for this race was $310,491 ($1,450,437 when adjusted for inflation); Waltrip received $48,608 ($227,069 when adjusted for inflation) while Jerry Jolly took home $1,090 ($5,092 when adjusted for inflation). [3] Roland Wlodyka would end his professional driving career with the NASCAR Cup Series after the end of this racing ...
Darrell Waltrip reveals what it takes to win a NASCAR Cup Series race at Bristol Motor Speedway, where he holds the record with 12 wins.
Viète's formula, a different infinite product formula for . Leibniz formula for π, an infinite sum that can be converted into an infinite Euler product for π. Wallis sieve; The Pippenger product formula obtains e by taking roots of terms in the Wallis product.
The formula gives a relationship between the Dirac operator and the Laplace–Beltrami operator acting on spinors, in which the scalar curvature appears in a natural way. The result is significant because it provides an interface between results from the study of elliptic partial differential equations , results concerning the scalar curvature ...
Formula One – given to NBC Sports; IMSA GT Championship – SPEED showed its successor, the ALMS, until 2011 as well as the spinoff RSCS; IndyCar Series (USA; IRL qualifying and the 1999 VisionAire 500K) REV-OIL Pro Cup Series; Speed World Challenge (now on NBC Sports Network) Star Mazda Series; Summer Shootout (during the winter months only)
With the n-th polynomial normalized to give P n (1) = 1, the i-th Gauss node, x i, is the i-th root of P n and the weights are given by the formula [3] = [′ ()]. Some low-order quadrature rules are tabulated below (over interval [−1, 1] , see the section below for other intervals).