please refer to attachment

A researcher wants to investigate the linear relationship between spider colony height above ground and the number of spiders in that colony. Web measurements were gathered on 17 colonies of the social spider Cyrtophora citricola and a calculated correlation of r = 0.84. The sample mean of height was 221.25 cm with a standard deviation of 83.5 cm and the sample mean number of spiders was 81.34 spiders with a standard deviation of 48.19 spiders. All relevant assumptions were met. Construct a 95% CI for the true slope 1%. The critical value is the same as in the previous problem. Given: SEbl = .0809 Do we have evidence that the true slope is different from zero? Does this agree with the outcome of your correlation test? Will this always be the case? 0 [-.048,1.018] o [-.800,1.050] o [.272, .698] o [.313, .657] o [.378, .592]