ShmoopTube

Where Monty Python meets your 10th grade teacher.

Search Thousands of Shmoop Videos

ACT Math 3.4 Intermediate Algebra 641 Views


Share It!


Description:

ACT Math: Intermediate Algebra Drill 3, Problem 4. Solve this system.

Language:
English Language

Transcript

00:03

To Shmoop or not to Shmoop...

00:05

That is not this question. That's not even the section. This is math...

00:08

...come on now. Alright solve this system 4x -3 y equals 12

00:13

X equal three-plus three fourths y

00:17

And here are the potential answers...

00:20

Okay, so what is this question asking?

00:22

Well, it's another substitution problem like Equal

00:25

and Nutrasweet, but this one is a total trick question.

00:29

If we multiply the bottom equation by four...

00:38

...we get 4x equals twelve plus three y.

00:43

Subtract 3y from both sides and uh...look familiar?

00:47

Yeah they are totally the same equation twinsies.

00:50

So what does that mean? Well let's think about it. Whenever asked to find a

00:55

solution of two equations

00:57

we're really trying to find the point of intersection of the two lines

01:00

01:03

if the two given lines are exactly the same which they are in this case

01:08

that means they intersect each other everywhere

01:11

or at all real numbers. So the correct answer is D.

01:14

Too bad Mr. Smith would have given us a gold star. Sniff sniff.

Related Videos

ACT Math 3.1 Plane Geometry
2559 Views

ACT Math: Plane Geometry Drill 3, Problem 1. What is the area of the trapezoid shape in the video?

Inequalities in Number Lines
3229 Views

ACT Math: Coordinate Geometry Drill 1, Problem 1. Which inequality is expressed by the number line?

ACT Math 3.1 Intermediate Algebra
1955 Views

ACT Math: Intermediate Algebra: Drill 3, Problem 1. Find the fifth number in the series.

Simplifying Radicals
9741 Views

We don't like knocking people down to size, but we do like simplifying radicals. Join us?

Arithmetic Math
2251 Views

If fleeing criminals always fled the scene of the crime at perfect right angles, it would be much easier to determine their whereabouts. Fortunatel...