Hi there looking for help to understand these questions

For this question you must give all answers rounded correct to exactly 3 significant figures (instead of decimal places}. Recall that leading zeros are not significant (tor example 0.0011 has 4 decimal places, but only 2 significant figures). To obtain more decimal places in the numbers Matlab gives you, type "tormat short g" first. The article "The Incorporation of Uranium and Silver by Hydrothermally Synthesized Galena'\" (Econ. Geotogy, 1964: 1003-1024) reports on the determination of silver content at galena crystals grown in a closed hydrothermal system over a range of temperature. The temperature X in degrees C and the silver content Y in moI/a tor 60 determinations are shown below. x=[414.12 593.43 434.19 402.13 509.99 407.31 526.33 354.60 492.86 379.60 363.22 369.46 499.19 533.61 546.12 576.51 452.86 407.65 465.49 398.88 474.06 451.05 430.93 514.56 430.56 467.77 594.40 448.53 577.55 392.66 393.64 567.45 525.63 503.16 373.25 356.06 459.11 401.83 444.81 492.83 562.04 418.04 541.93 477.16 421.63 512.97 535.14 551.03 468.47 517.96 415.94 469.66 350.94 495.69 463.51 393.99 579.37 554.51 400.16 449.26] y=[0.43949 0.51860 0.41232 0.08616 0.38167 0.38926 0.33890 -0.06349 0.38790 0.21730 0.15664 0.28216 0.63243 0.44998 0.34732 0.56011 0.50969 0.14580 0.27795 0.14149 0.37015 0.43564 0.29293 0.55364 0.18302 0.56436 0.42466 0.26752 0.41642 0.26262 0.07108 0.59148 0.23744 0.37240 0.14610 0.15067 0.30092 0.15725 0.47611 0.54512 0.43435 0.30701 0.73899 0.23912 0.09202 0.47009 0.42388 0.67406 0.26251 0.55257 0.38916 0.53184 -0.12702 0.41720 0.40852 0.22728 0.42557 0.48244 0.37607 0.04336] (a) Fit the linear regression of Y on X using Matlab. What is the estimated intercept term 60 ? 1 Number (b) What is the estimated slope of the titted line. 191 ? ' Number I (c) What is the estimated residual variance 5% ? [Number- (d) What is the standard error for 61 ? i-Number' (e) What is the predicted silver content of galena crystals grown at 500 degrees C? | Number (1) Construct a 95% prediction interval for silver content when crystals are grown at 500 degrees C. Enter your prediction interval in the form (lower bound, upper bound). (I Number: , Number )