Question \#1 Women's heights are \( N(63.6,2.5 \) inches). What is the probability a randomly selected woman is between 5 feet, 3 inches and 5 feet, 4 inches in height? Round to 3 decimal digits.

d) \( 3 x-8+9 x^{3}= \)

The time spent waiting at a traffic light can be considered a random variable with values from 0 seconds, it's green when you pproach and can go on through, to 30 seconds with the following distribution shape: What is the height of this distribution? Express your answer in decimal form using three decimal places. answer to three decimal places:

\( \therefore C = \frac { \sqrt[ 4 ] { 2048 } \times \sqrt[ 4 ] { 160000 } } { \sqrt { 1095 } \times \sqrt[ 3 ] { \sqrt { 256 } } \times \sqrt { 512 } } \)

\( \cos ((^{-1})^{})(\frac{11^{2}-5^{2}-8^{2}}{-2(5)(8)}) \)

Considere que o t no mapa. Além di fazer a entrega, o endereço do clien a mais do qué o d