Mike opens a checking account with an initial deposit of $200. Without making additional deposits, he withdraws $25 each
week, Kyle also opens a checking account. The function y-25x + 200 represents the current balance in Kyle's account. Suppose
the linear functions representing the two situations are graphed on a coordinate plane. Which statement BEST describes the
graphs of the functions?
The rate of change is the same, but they intercepts are different
Both the rate of change and the y intercepts are the same
The rate of change is different, but the y intercepts are the same
Both the rate of change and they intercepts are different

Interpreting the statement and linear function given, we can conclude that ; "Both the rate of change and the y intercepts are the same"

For the statement given:

The intercept = initial deposit = $200
Slope = amount withdrawn per week = - $25

From the function given :

y = - 25x + 200

Comparing with a slope - intercept equation : y = bx + c

Slope, b = -$25 ; intercept, c = $200

Therefore, the slope and intercept values of both equations are the same.

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