Mathematics

Mathematics, 21.07.2019 11:00, uchechukwueigwe

In the linear equation y = 2x + 1, if x increases by 4 points, how much will y increase?

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Me with my questions. and don't write that you don't know just to get points i really need . 1.)kim is solving the following linear equation. 11+3x-7=6+5-3x her final two steps are: 4+3x=3x+5 4=5 select the statement that correctly interprets kim's solution. * the solution is x = 0. the solution is the ordered pair (4, 5). there is no solution since 4 = 5 is a false statement. there are infinitely many solutions since 4 = 5 is a false statement 2.) select all equations that have no solution. 6x - 2 - 3x = 3x - 2 6x - (3x + 8) = 16x 10 + 6x = 15 + 9x - 3x 11 + 3x - 7 = 6x + 5 - 3x 3.) which of the coordinate grids above shows equations y = 3x - 2 and 2x - y = 4. a b c d what is the point of intersection of the two lines? ? 4.)select all of the functions. * a b c d 5.)write the difference in the rates of change for these two functions. ? 6.) is the function linear or nonlinear? linear nonlinear 7.)is the function linear or nonlinear? linear nonlinear 8.)is the function linear or nonlinear? linear nonlinear 9.)is the function linear or nonlinear? linear nonlinear 10.)which graph above accurately depicts amanda’s trip? a b c d 11.)which type of function is most likely to model these data? a. non-linear function that decreases then increases b. non-linear function that increases then decreases c. linear function with negative slope d. linear function with positive slope

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The equation of the regression line for the data in the table is ý = 4.1x - 139, where x represents the height and ŷ is the predicted walking speed. what is the meaning of 4.1 in the equation? a. for every 1 m/min increase in walking speed, height increases by 4.1 inches. b. for every 1-inch increase in height, walking speed increases by 4.1 m/min. c. for every 1 m increase in distance walked, walking speed increases by 4.1 m/min. d. for every 1-minute increase in walking time, walking speed increases by 4.1 m/min.

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