Kane is preparing for a marathon and initially runs 3 miles each training session, planning to extend his distance by a quarter mile each week. Denote w as the number of weeks; construct an expression that reflects the distance Kane covers during a training session after w weeks. The solution is given by: (11 + w) / 4. Explanation: He starts with 3 miles per session and adds 1/4 mile weekly. Thus, after w weeks, the distance becomes: = 3 + (w - 1) × 1/4 = 3 + (w/4 - 1/4) = (12 + w - 1) / 4 = (11 + w) / 4.
Two-fifths (
) of the square of the variable j (j²)
j²
Response:
%=-7t
solution -7% per 1:00
Detailed Steps:
I hope that this clarifies your question.
Response:
B. 255 m
Detailed breakdown:
utilize similar triangles
L / 60 = 85 / 20
L = (85 * 60) / 20
L = 255 m
Answer:
w and y are the knights
Step-by-step explanation:
