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Q: What is the equation of the line with a y-intercept of 75 and a rate of 75?

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75

75

When an equation is in the form y = mx + c:m is the gradient; andc is the interceptFor y = 8x Â± 75:Gradient = 8Intercept = cannot say for certain as there is a missing + or - from the question: If the equation in the question is y = 8x + 75, the intercept = 75If the equation in the question is y = 8x - 75, the intercept = -75

If you nean: y = 8x+75 then the y intercept is 75 and the slope is 8

%rate= (75/125) x 100% = 60%

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75

75

When an equation is in the form y = mx + c:m is the gradient; andc is the interceptFor y = 8x Â± 75:Gradient = 8Intercept = cannot say for certain as there is a missing + or - from the question: If the equation in the question is y = 8x + 75, the intercept = 75If the equation in the question is y = 8x - 75, the intercept = -75

If you nean: y = 8x+75 then the y intercept is 75 and the slope is 8

I'm assuming you meant to type: y = 8x + 75. The y-intercept is just that, it's when the line generated by the function crosses (or intercepts) the y axis. This happens when x is equal to 0. So the y intercept for this equation is: y = (8)(0) + 75 = 75. . . . . . . . . . . Apex Answer: (0,75) Your Welcome.

%rate= (75/125) x 100% = 60%

An equation is a true statement. [ 75 + 4 = -2 ] is a false statement.

% rate = 75%= 75/100 * 100%= 75 * 1%= 75%

The nuclear decay equation for the decay of selenium-75 (75Se) by beta decay is: ( ^{75}{34}Se \rightarrow ^{75}{35}Br + e^- + \overline{\nu_e} ) This equation represents the transformation of a selenium-75 nucleus into a bromine-75 nucleus, an electron, and an electron antineutrino.

This is true if the equation is: 75% of 400 = 300

The schools Graduation rate is 75 The schools Graduation rate is 75

To find what is 75% of 250: 75 ÷ 100 × 250 = 187.5