Digital SAT - BlueBook Exam 5 - Harder Module 2 Walkthrough

Digital SAT Practice Test 5 (Bluebook), Math - Module 2 (Harder module)
In this video, Jackie jumps into an BlueBook Official Digital SAT Exam 5 and does a walkthrough of the questions featured in module 2 (Harder Module).
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Watch the rest of the DSAT playlist: • Digital SAT - Math
BlueBook Exam 5 Module 2 Questions:
Question 1:
A right triangle has legs with lengths of 11 centimeters and 9 centimeters. What is the length of this triangle's hypotenuse, in centimeters?
Question 2:
For the linear function ℎ, the graph of y=h(x) in the xy-plane passes through the points (7,21) and (9,25). Which equation defines ℎ?
Question 3:
A company that produces socks wants to estimate the percent of the socks produced in a typical week that are defective. A random sample of 310 socks produced in a certain week were inspected. Based on the sample, it is estimated that
12% of all socks produced by the company in this week are defective, with an associated margin of error of
3.62%. Based on the estimate and associated margin of error, which of the following is the most appropriate conclusion about all socks produced by the company during this week?
Question 4:
A truck can haul a maximum weight of 5,630 pounds. During one trip, the truck will be used to haul a 190-pound piece of equipment as well as several crates. Some of these crates weigh 25 pounds each and the others weigh 62 pounds each. Which inequality represents the possible combinations of the number of 25-pound crates, x, and the number of 62-pound crates, y, the truck can haul during one trip if only the piece of equipment and the crates are being hauled?
Question 5:
Y-9x=13
5x=2y
What is the solution (x,y) to the given system of equations?
Question 6:
23, 27, 27, 32,1 35 ,36, 52
What is the range of the 7 scores shown?
Question 7:
Two customers purchased the same kind of bread and eggs at a store. The first customer paid
12.45 dollars for 1 loaf of bread and 2 dozen eggs. The second customer paid
19.42 dollars for 4 loaves of bread and 1 dozen eggs. What is the cost, in dollars, of 1 dozen eggs?
Question 8:
y=18
y=-3(x-18)^2+15
If the given equations are graphed in the xy-plane, at how many points do the graphs of the equations intersect?
Question 9:
y=x+9
y=x^2+16x+63
A solution to the given system of equations is (x,y), What is the greatest possible value of x?
Question 10:
In the xy-plane, line p has a slope of -5/3 and an x-intercept of (-6,0) . What is the y-coordinate of the y-intercept of line
P?
Question 11:
How many solutions does the equation 12 (x-3)=-3(x+12) have?
Question 12:
Kaylani used fabric measuring 5 yards in length to make each suit for a men's choir. The relationship between the number of suits that Kaylani made, x, and the total length of fabric that she purchased y, in yards, is represented by the equation
Y-5x=6. What is the best interpretation of 6 in this context?
Question 13:
Which quadratic equation has no real solutions?
Question 14:
f(x)=(1.84)^x/4
The function f is defined by the given equation. The equation can be rewritten as f(x)=1+p/100)^x, where p is a constant. Which how the following is the closest value of p?
Question 15:
6+7r=pw
7r-5w=5w+11
In the given system of equations, p is a constant. If the system has no solution, what is the value of p?
Question 16:
The graph of y=2x^2+bx+c is shown, where b and c are constants. What is the value of bc?
Question 17:
The graph of the linear function y=f(x)+19 is shown. If c and d are positive constant, which equation could define f?
Question 18:
In the figure shown AB=sqrt34 units, AC=3 units, and CE=21 units. What is the area, in square units, of triangle ADE?
Question 19:
The result of increasing the quantity x by 400% is 60. What is the value of x?
Question 20:
In the xy-plane, a circle has center C with coordinates (h,k). Points A and B lie on the circle. Point A has coordinates (h+1,k+sqrt102), and angle ACD is a right angle. What is the length of AB?