Dia 1 - van der Veld
... System of equations • These situations are called linear dependence: – Given vectors: x1, x2,…, xn-1 – Another vector xn is linearly dependent if there exists constants α1, α2,…, αn-1 such that: xn= α1x1+α2x2+ …+αn-1xn-1 • Otherwise the vector xn is linearly independent. • In case of linear depende ...
... System of equations • These situations are called linear dependence: – Given vectors: x1, x2,…, xn-1 – Another vector xn is linearly dependent if there exists constants α1, α2,…, αn-1 such that: xn= α1x1+α2x2+ …+αn-1xn-1 • Otherwise the vector xn is linearly independent. • In case of linear depende ...
chapter 6
... • For any real x (except 0), there is exactly one number on the number line that is the same distance from 0 but on the other side of x. This is the additive inverse, or opposite, of x. • The additive inverse of x is -x ...
... • For any real x (except 0), there is exactly one number on the number line that is the same distance from 0 but on the other side of x. This is the additive inverse, or opposite, of x. • The additive inverse of x is -x ...
Review Worksheet
... 12. Solve each exponential equation. Express as exact and approximate answers rounded to 3 decimal places. a.) ...
... 12. Solve each exponential equation. Express as exact and approximate answers rounded to 3 decimal places. a.) ...
What are the solutions for the equation x 2
... describes the height of the ball, in feet, t seconds after he kicked it. How many seconds did the ball take to first reach 48 feet? 2. A ball is thrown in the air. The relationship between the time the ball is in the air in seconds (t) and the height of the ball in feet above the ground (h) is repre ...
... describes the height of the ball, in feet, t seconds after he kicked it. How many seconds did the ball take to first reach 48 feet? 2. A ball is thrown in the air. The relationship between the time the ball is in the air in seconds (t) and the height of the ball in feet above the ground (h) is repre ...
Chapter 5 Notes
... Example 4: The eggs of a Rocky Mountain Tailed frog can survive in streams where the temperatures range from 5 C to 18 C . Write a compound inequality that describes the possible stream temperatures (in degrees Fahrenheit) for egg survival. Solve the inequality. Then graph your solution. Identif ...
... Example 4: The eggs of a Rocky Mountain Tailed frog can survive in streams where the temperatures range from 5 C to 18 C . Write a compound inequality that describes the possible stream temperatures (in degrees Fahrenheit) for egg survival. Solve the inequality. Then graph your solution. Identif ...
