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Topics tagged slope - Y8. Com :globe_with_meridians: Slope Multiplayer Review — Hard, but in a good way Players game-reviews , slope 46: 8341: August 26, 2024
Question #e4fb1 - Socratic In the figure above, in the concave region, the slope gets steeper and steeper, thus the slope increases, and the second derivative, or the rate of change of the slope, is positive In the convex region, however, the 'steepness' or slope of the curve decreases, thus second derivative is negative Thus, when the curve changes from concave to convex, the second derivative changes from positive
Question #d1389 - Socratic For ideal gas on a pV diagram, an adiabatic curve is always steeper than an isotherm if they intersect The ideal gas equation: pV = nRT p is pressure V is volume n is number of moles R is ideal gas constant T is the absolute temperature For an isothermal process, the right hand side of the ideal gas equation does not change Which means pV = "constant" The slope at any point is given by {dp
What is the slope intercept form of the line passing through . . . - Socratic So we know that the slope is 5 4 We can plug that into the equation y = mx+b because the m represents the slope So now we have y = 5 4x + b We also know one coordinate, and that is all that we need Plug that coordinate into the equation and we are now solving for one variable, b So, we have -8 = 5 4(4)+b by plugging in the coordinate pair Then we have -8 = 5+b Move the 5 over and we have b
Question #a77d0 - Socratic The way to solve this question is to first find the slope using the two points given and then use that slope like you would in point slope form The Final equation : #y + 2 = 2x - 12#
Question #65cb3 - Socratic The co-ordinates of the other point (-7 6, -217 36) or (-1 167, -6 028) Given - y=4x-x^2 Co-ordinate of the normal line (5, -5) Slope of the parabola at any point is given by its first derivative dy dx=4-2x Slope of the parabola at x=5 dy dx=4-2(5)=4-10=-6 Slope of the normal is given by - m_2=-1xx1 (m_1) [This is derived from the principle - If two lines cut each other verticaly then the
Question #dabb2 - Socratic See a solution process below: We can use the slope-intercept formula to solve this problem The slope-intercept form of a linear equation is: y = color (red) (m)x + color (blue) (b) Where color (red) (m) is the slope and color (blue) (b) is the y-intercept value