riserun-instruction-which-point-results-from-applying-that-single-step-correctly

Question

Starting at point (2, 1), apply the slope 4−5\displaystyle\frac{4}{-5}  (i.e., the negative sign is in the denominator) as a rise/run instruction. Which point do you reach after applying that single step correctly?

Accepted Answer

(-3, 5)

Answer

(6, −4)

Answer

(−3, −3)

Answer

(7, 5)

Starting at point (2, 1), apply the slope 4−5\(\displaystyle\]\frac{4}{-5}\) (i.e., the negative sign is in the denominator) as a rise/run instruction. Which point do you reach after applying that single step correctly?

Starting at point (2, 1), apply the slope $\frac{4}{- 5}$ (i.e., the negative sign is in the denominator) as a rise/run instruction. Which point do you reach after applying that single step correctly?