Coaching help - Calculating Slope Estimate , intercept estimate

Hi. I am having trouble with a problem within my introductory statistics course.

The question asks us when using the data set below to run a regression analysis using variables h_age(x) and w_age(y).
Annotation 2020-04-14 120259.png

As a result of running a regression, I see the following data set derived from the regression.
Annotation 2020-04-14 120853.png

Now in the question, I am asked to find the slope estimate of the regression and the intercept estimate. It then asks to find the predicted value of variable w_age when h_age = 34, it says you need to use the intercept and slope estimate in the calculation.
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-My question is how do I find the slope estimate and the intercept estimate? -
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Your screenshot indicates that you have already run the regression. The intercept (and various statistics related to the intercept) is directly indicated in the "coefficients" output block (row 17). The slope/coefficient (along with various statistics associated with this coefficient) associated with X variable 1 is also given in this block (row 18).

The regression utility outputs a lot of different statistics and results. Was your question simply about where to find slope and intercept within the mass of other statistics the regression utility output, or is there something more to your question?

Standard regression equation for linear regression is y=mx+b (w=mh+b). Assuming you are using this as your regression equation, that is how I would calculate it.