1. ## Please Help Me Plzz I Have General Maths Exam Tomorrow And I Dont Kow What I Am Doing

FRIENDS PLEASE HELP ME SOLVE THESE BECASE IM ALLOWED TO TAK IN A 2 PAGE CHEAT SHEET INTO THE EXAM AND THESE QUESTIOSN AREON MY EXAM REVISIONS SHEET. IF I HAVE THE FORMULAS FOR THESE QUESTION THEN WHEN I AM IN THE EXAM I CNA LOOK ONTO THIS SHEET AND FIGURE OTU THE REST OF THE QUESTIONS. PLEASE FRIENDS HELP ME. IF I FAIL THIS EXAM I FAIL UNIT 2 OF GENERAL MATHS THEN I HAVE TO DO AN EXTRA UNIT FOR VCE NEXT YEAR AN DI DONT WANT TO DO THAT. I DOTN UDERSTAND GENERAL MATHS THAT WELL BECAUSE HALF THE CLASSES WE HAD THIS UNIT OUR TEACHER WAS AWAY AND WE COULDNT DO ANY PROPER MATHS WORK. MY EXAM IS TOMORROW AND I NEED HELP. THANKS GUYS.

the gradient of the line which passes through the points (3, y) and (2, 5) is
-3. which is the value of y?
A. -3
B. -3
C. -1
D. 1
E. 2

which pair of lines are parralel?
A. y=3x+2 and y=2x+3
B. y=1.5x-3 and 6y-3x=6
C. 3x-4y=12 and 4x-3y=12
D. y=2x and y=2+3x
E. y=3-2x and y=-2

to sketch the graph of y=2-3x using the gradient-intercept method, we need to move, beginning from the y-intercept:
A. 3 units up and 2 units right
B. 3 units up ad 2 units left
C. 3 units down and 1 unit right
D. 3 units down and 1 unit left
E. 3 units down only

a taxi meter is adjusted to charge fars (f) for the dstance travelled (d) in kilometres according to the equation F=1.5d+3.50 the distance covered on a fare of $14 is: A. 5km B. 7km C. 20.5km D. 24km E. none of these which of the following is the same as 3(2x-1)=4x+5 A. 2x=8 B. 6x=4x+5 C. 6x=4x=5 D. 6x=5x+3 E. 6x=4x+3 which of the following satisfies the equation (1-3x/4)+(x/5)=2 A. -4 B. -2 C. 2 D. 3 E. none of these he perimeter of a regular hexagon is 15cm more tha the perimeter of a square with the same side length. the length of the side of a hexagon is: A. 7.5cm B. 3.75cm C. 2.5cm D. 4cm E. 15cm if P=(6P-5/6) is transposed to make R the subject, then: A. R=(6P-5/2) B. R=3P-5 C. R=3P-(5/2) D. R=6P-(5/2) E. R=2(6P-5) if x=-3, then the value of y in the relation 2x-3y=6 is: A. -1 B. -2 C. -3 D. -4 E. 4 the general form of gradient-intercept equation is y=mx+c. if y=4, x=3, c=-2 then m is equal to: A. -2 B. 2 C. 3 D. -3 E. 4 the sum of solutions to the simultaneous equations y-x=12 and 2y+x=6 is: A. 0 B. 12 C. 6 D. 36 E. -6 the sum of first 5 terms of geometric sequence with the first term 2 and common ratio -2 is: A. 22 B. 23 C. 24 D. 25 E. none of these write down the domain and the range of the relation {(2, 3), (2, 4), (5, 7), (-1, 8)}. rearange the equation 2x-y=5 to make y the subject. find the gradient of the line joining the points (-2, -6) and (3, 4). fidn the equation of a line which passes through the points (3, 5) and (5, 11) rewrite the equation 4x-2y=6 in the form y=mx+c and state its gradient and the y-intercept. the angle of elevation from a melbourne airport runway to an approching plane at an altitude of 300m is 7 degrees. how far is the plane from the runway? a cross country runner starts at checkpoint A and runs 8km on a bearing of 50degreesT to reach checkpoint B then heads directly east for 10km to checkpoint C. how far is checkpoint C from the starting point A? 2. Originally Posted by duygu FRIENDS PLEASE HELP ME SOLVE THESE BECASE IM ALLOWED TO TAK IN A 2 PAGE CHEAT SHEET INTO THE EXAM AND THESE QUESTIOSN AREON MY EXAM REVISIONS SHEET. IF I HAVE THE FORMULAS FOR THESE QUESTION THEN WHEN I AM IN THE EXAM I CNA LOOK ONTO THIS SHEET AND FIGURE OTU THE REST OF THE QUESTIONS. PLEASE FRIENDS HELP ME. IF I FAIL THIS EXAM I FAIL UNIT 2 OF GENERAL MATHS THEN I HAVE TO DO AN EXTRA UNIT FOR VCE NEXT YEAR AN DI DONT WANT TO DO THAT. I DOTN UDERSTAND GENERAL MATHS THAT WELL BECAUSE HALF THE CLASSES WE HAD THIS UNIT OUR TEACHER WAS AWAY AND WE COULDNT DO ANY PROPER MATHS WORK. MY EXAM IS TOMORROW AND I NEED HELP. THANKS GUYS. First off, don't yell. Second, you knew after the first exam that you needed to pass the second one, or fail out. You had plenty of chances to seek out help during that time interval. And you are coming here the day before the exam begging for answers to material that if you don't know how to do now, you are unlikely to learn for the next test. This strategy is not helping you with your chances. Next time, try to plan ahead better. -Dan 3. Originally Posted by duygu the gradient of the line which passes through the points (3, y) and (2, 5) is -3. which is the value of y? A. -3 B. -3 C. -1 D. 1 E. 2 The slope between two points $(x_1, y_1)$ and $(x_2, y_2)$ is defined to be $m = \frac{y_2 - y_1}{x_2 - x_1}$ Originally Posted by duygu which pair of lines are parralel? A. y=3x+2 and y=2x+3 B. y=1.5x-3 and 6y-3x=6 C. 3x-4y=12 and 4x-3y=12 D. y=2x and y=2+3x E. y=3-2x and y=-2 Two lines are parallel if their slopes are equal. So what are the slopes of these lines? Originally Posted by duygu to sketch the graph of y=2-3x using the gradient-intercept method, we need to move, beginning from the y-intercept: A. 3 units up and 2 units right B. 3 units up ad 2 units left C. 3 units down and 1 unit right D. 3 units down and 1 unit left E. 3 units down only Remember, slope is defined as $m = \frac{y_2 - y_1}{x_2 - x_1}$ For a given change in the x value ( $\Delta x$) we can calculate the change in the y value ( $\Delta y$) as $\Delta y = m \Delta x$ So for example, say we have the line $y = -2x + 3$. We plot the intercept point (0, 3). Now we want the point to the right: x = 1, so $\Delta x = 1$. Thus $\Delta y = -2(1) = -2$. Thus the y value for the point on the line with x = 1 is going to be 3 + -2 = 1. See if you can apply this to your problem. Originally Posted by duygu a taxi meter is adjusted to charge fars (f) for the dstance travelled (d) in kilometres according to the equation F=1.5d+3.50 the distance covered on a fare of$14 is:
A. 5km
B. 7km
C. 20.5km
D. 24km
E. none of these
Solve
$14 = 1.5d + 3.50$

$14 - 3.50 = 1.5d + 3.50 - 3.50$

$10.5 = 1.5d$

You do the rest.

Originally Posted by duygu
which of the following is the same as 3(2x-1)=4x+5
A. 2x=8
B. 6x=4x+5
C. 6x=4x=5
D. 6x=5x+3
E. 6x=4x+3
Expand out the left hand side and start reducing the equation to a solution until you get one of the forms listed in the answer.
$3(2x-1)=4x+5$

$3 \cdot 2x + 3 \cdot (-1) = 4x + 5$

$6x - 3 = 4x + 5$

$6x - 3 + 3 = 4x + 5 + 3$

$6x = 4x + 8$

You take it from here.

Originally Posted by duygu
which of the following satisfies the equation (1-3x/4)+(x/5)=2
A. -4
B. -2
C. 2
D. 3
E. none of these
Good heavens! If you can't solve it, just plug in each possible answer to see which one is right.

Originally Posted by duygu
he perimeter of a regular hexagon is 15cm more tha the perimeter of a square with the same side length. the length of the side of a hexagon is:
A. 7.5cm
B. 3.75cm
C. 2.5cm
D. 4cm
E. 15cm
Take the side length to be s. Then we know that
$6s = 4s + 15$

Solve for s.

Originally Posted by duygu
if P=(6P-5/6) is transposed to make R the subject, then:
A. R=(6P-5/2)
B. R=3P-5
C. R=3P-(5/2)
D. R=6P-(5/2)
E. R=2(6P-5)
There is no R in this equation.

Originally Posted by duygu
if x=-3, then the value of y in the relation 2x-3y=6 is:
A. -1
B. -2
C. -3
D. -4
E. 4
Plug in x = -3:
$2(-3) - 3y = 6$

$-6 - 3y = 6$

Solve for y.

Originally Posted by duygu
the general form of gradient-intercept equation is y=mx+c. if y=4, x=3, c=-2 then m is equal to:
A. -2
B. 2
C. 3
D. -3
E. 4
Solve
$4 = 3m - 2$
for m.

Originally Posted by duygu
the sum of solutions to the simultaneous equations y-x=12 and 2y+x=6 is:
A. 0
B. 12
C. 6
D. 36
E. -6
$-x + y = 12$
$x + 2y = 6$

$(-x + x) + (y + 2y) = (12 + 6)$

$3y = 18$

Solve for y.

Put this value of y into either of the two original equations, then solve for x.

Then you are looking for the value of x + y.

Originally Posted by duygu
the sum of first 5 terms of geometric sequence with the first term 2 and common ratio -2 is:
A. 22
B. 23
C. 24
D. 25
E. none of these
Wow. This material jumps around a rather lot for a single test.

The general geometric series can be written as
$a_{n + 1} = a_nr^{n - 1}$
where $a_1$ is the first term and r is the geometric ratio (ie. your "common ratio.")

The sum of the first n terms will be:
$S_n = \frac{a_1 (1 - r^n)}{1 - r}$

Originally Posted by duygu
write down the domain and the range of the relation {(2, 3), (2, 4), (5, 7), (-1, 8)}.
This is just a definition. Look it up in your textbook.

Originally Posted by duygu
the angle of elevation from a melbourne airport runway to an approching plane at an altitude of 300m is 7 degrees. how far is the plane from the runway?
Sketch the triangle. The altitude of the plane is the vertical distance between the ground and the plane. The horizontal leg of the triangle is the horizontal distance the plane is from the runway to the observer. The straightline distance between the observer and the plane is what you are trying to find. The angle 7 degrees is the angle between the horizontal leg of the triangle and the sloped line between the observer and the plane.

You can find your answer by using the definition of the sine of an angle.

-Dan