A local charity believes they receive more money from people in the River Heights neighborhood than from people in the Lakeview neighborhood. They conducted a survey of 24 people randomly selected form each neighborhood and recorded the results. At $\alpha = 0.01$, is their hypothesis correct?
$\begin{array}{cc}
\hline \text { River Heights } & \text { Lakeview } \
\hline \bar{X}_{1}=\$ 35 \text { /person } & \bar{X}_{2}=\$ 25 / \text { person } \
s_{1}=\$ 5 / \text { person } & s_{2}=\$ 8 / \text { person } \
n_{1}=24 & n_{2}=24
\end{array}$

Question

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The Answer of A local charity believes they receive more money from people in the River Heights neighborhood than from people in the Lakeview neighborhood. They conducted a survey of 24 people randomly selected form each neighborhood and recorded the results. At $\alpha = 0.01$, is their hypothesis correct?
$\begin{array}{cc}
\hline \text { River Heights } & \text { Lakeview } \
\hline \bar{X}_{1}=\$ 35 \text { /person } & \bar{X}_{2}=\$ 25 / \text { person } \
s_{1}=\$ 5 / \text { person } & s_{2}=\$ 8 / \text { person } \
n_{1}=24 & n_{2}=24
\end{array}$

A Local Charity Believes They Receive More Money from People α=0.01\alpha = 0.01α=0.01

A Local Charity Believes They Receive More Money from People $\alpha = 0.01$