OK, so the equation that you've been given is y=1x - 7 This is known as "slope-intercept form" and is the set of letters used to describe is y=mx + b The "m" represents the slope (often described as the "rise over run" - it's how much the line...
OK, so the equation that you've been given is y=1x - 7 This is known as "slope-intercept form" and is the set of letters used to describe is y=mx + b The "m" represents the slope (often described as the "rise over run" - it's how much the line...
You can use an equation which represents the height of any object that travels up and down (as a projectile) over the course of time, given the initial velocity and the height at which it started. That equation is: (height at the end of a specific time) = (-16)(time)2 + (initial...
The derivative of a function is basically just the slope of a line drawn tangentially to that function at a point along the curve of the function graph. Since this is a linear function, it has a constant slope (in this case that slope is 3), so the derivative at any of the points along its curve...
You can simplify it by considering the fraction as having coefficients (#'s) and variables that can each be simplified separately: 84/-7 = -12 x^5/x^5 = 1 So your answer is the multiplication of those two aspects: (-12)...
1 mole is a quantity roughly equal to 6.02 x 10^23 (602,000,000,000,000,000,000,000) and it is that quantity no matter what is the object that you are using. 1 mole of electrons would be 6.02 x 10^23 electrons. 1 mole of protons would be 6.02 x 10^23 protons. 1 mole of neutrons would...
The amount of money at the end of the period of time can be modeled using the following function: A=P(1+r)^t A is the amount of money at the end P is the amount of money at the start r is the percent interest rate (written as a decimal, so 6% would be 0...