Camber Seal is a financial planner hired to review KMB stock. She is considering the CAPM where the KMB risk$-$adjusted stock return R $$ Rf is used as the response variable and the risk$-$adjusted market return Rm $$ Rf is used as the predictor variable. KMB stock is considered staple products, whether the economy is good or bad. Given estimates for the beta coefficient is $0\mathrm{.}7503,$ standard error of $0\mathrm{.}1391,$ and a p$-$value of $0\mathrm{.}039$ with a formulated hypothesis of H$0$ : $\backslash$beta $>=1$ HA : $\backslash$beta At a $5\%$ significance level, what is the risk determination of the stock against the market?Camber Seal is a financial planner hired to review KMB stock. She is considering the CAPM where the KMB risk$-$adjusted stock return $R-R_f$ is used as the response

variable and the risk$-$adjusted market return $R_m-R_f$ is used as the predictor variable. KMB stock is considered staple products, whether the economy is good or bad.

Given estimates for the beta coefficient is $0\mathrm{.}7503,$ standard error of $0\mathrm{.}1391,$ and a $p-$value of $0\mathrm{.}039$ with a formulated hypothesis of $H_0$:$1H_A$: At a $5\%$

significance level, what is the risk determination of the stock against the market?

Multiple Choice

$$ is significantly less than one, thus, $H_0$ : is rejected and less risky than the market.

$$ is significantly higher than one, thus, $H_{}$ : is accepted and less risky than the market.

$$ is significantly less than one, thus, $H_0$ : is accepted and riskier than the market.

$$ is significantly higher than one, thus, $H_{}$ : is rejected and riskier than the market.