Use technology to obtain approximate solutions graphically, All solutions should be accurate to one decimal place. (Zoom in for improve Find the intersection of the line through $(0, 1)$ and $(4.4, 2)$ and the line through $(2.1, 3)$ and $(5.2, 0)$ . $(x, y) = (1)$ -/1 Points] Translate the given statement into a linear equation in the form $a x + b y = c$ using the indicated variable names. Do not try to solve the FAQ.] The number of new clients $(x)$ is $103%$ of the number of old clients $(y)$ .

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Use technology to obtain approximate solutions graphically, All solutions should be accurate to one decimal place. (Zoom in for improve Find the intersection of the line through

(0, 1)

and

(4.4, 2)

and the line through

(2.1, 3)

and

(5.2, 0)

.

(x, y) = (1)

-/1 Points] Translate the given statement into a linear equation in the form

a x + b y = c

using the indicated variable names. Do not try to solve the FAQ.] The number of new clients

(x)

is

103%

of the number of old clients

(y)

.

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