3. The table shows a random sample of 50 quantitative SAT scores of first-year students admitted at a university . l 649 557 734 653 652 538 674 705 729 737 672 583 729 677 618 662 692 692 672 624 669 529 609 526 665 724 557 647 719 593 l 624 611 490 556 630 602 573 575 665 620 i 629 593 665 635 700 665 677 653 796 601 (a) (3 points) Use technology to create an appropriate graph of the distribution of this data. Be sure to label the axes appropriately. Insert your graph below OR attach a copy of it to your submission. (Pro Tip: Copy/paste the columns of the table into a single column in Statcrunch.) (b) (1 point) Why did you choose to create that type of graph? (c) (1 point) Describe the shape of the distribution. (d) (1 point) What is the approximate center (typical value) of the distribution? (Depending on the type of graph you choose, you may need to give a range of numbers.)