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MFM2P1
Unit 4 - Chapter 3 Review: Linear Relations

State the slope,
m, and the
y intercept,
b, for each linear relation.
a)
y=-3x+5
b)
y=x-1

m=

m=

b=

b=

MFM $2$ P $1$ $\newline$ Unit $4$ - Chapter $3$ Review: Linear Relations $\newline$ $1$ . State the slope, $m$ , and the $y$ intercept, $b$ , for each linear relation. $\newline$ a) $y=-3 x+5$ $\newline$ b) $y=x-1$ $\newline$ $\mathrm{m}=$ $\newline$ $\mathrm{m}=$ $\newline$ $\mathbf{b}=$ $\newline$ $\mathbf{b}=$

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Find terms of a recursive sequence

Full solution

Q. MFM

2

P

1

\newline

Unit

4

- Chapter

3

Review: Linear Relations

\newline

1

. State the slope,

m

, and the

y

intercept,

b

, for each linear relation.

\newline

a)

y=-3 x+5

\newline

b)

y=x-1

\newline

\mathrm{m}=

\newline

\mathrm{m}=

\newline

\mathbf{b}=

\newline

\mathbf{b}=

Equation a: For equation a) $y = -3x + 5$ , the slope ( $m$ ) is the coefficient of $x$ , which is $-3$ . The y-intercept ( $b$ ) is the constant term, which is $5$ . $\newline$ $m = -3$ $\newline$ $b = 5$
Equation b: For equation b) $y = x - 1$ , the slope $(m)$ is the coefficient of $x$ , which is $1$ (since $x$ is the same as $1x$ ). The y-intercept $(b)$ is the constant term, which is $-1$ . $\newline$ $m = 1$ $\newline$ $b = -1$

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