What's the answers for the question

Measurements were made for a sample of adult men. A regression line was fit to predict the men's armspan from their height. The output from several statistical technologies is provided in the accompanying charts. The scatterplot confirms that the association between armspan and height is linear. Complete parts a and b. Click the icon to see the scatterplot and the output from several statistical technologies a. Report the equation for predicting armspan from height. Use words such as armspan, not just x and y. Predicted 11 (Round to three decimal places as needed.) b. Explain how to find the slope and intercept for each of the provided outputs. Explain how to find the slope and intercept for the The regression equation is displayed output. Choose the correct answer below. Armspan = 1.3 + 2 56 Height O A. The slope is the number being multiplied by Height, and the intercept is the constant divided by the sample size. O B. The slope is the constant, and the intercept is the number being multiplied by Height divided by the sample size O C. The slope is the number being multiplied by Height, and the intercept is the constant O D. The slope is the constant, and the intercept is the number being multiplied by Height Explain how to find the slope and Simple linear regression results: intercept for the displayed output. Dependent Variable: Armspan Choose the correct answer below. Independent Variable: Height Armspan = 1.2658283 + 2 558977 Height