Perfect 36: Math Act Prep

from a student to students

What you'll learn

i'll cover EVERYTHING, don't worry

CRAM FREINDLY

REAL ACT tests, examples, quiz questions

how to consistently finish the math ACT section with time leftover

Requirements

middle school math

Description

- Learn all of the material for a perfect 36 in SHORT 1 MIN VIDEOS. This course uses an innovative approach that combines short videos, examples from real ACT tests, and quizzes, allowing you to grasp concepts quickly and effectively. The bite-sized lessons are made to be zone-out-proof and can be easily integrated into your schedule. The short quizzes are made to help you absorb critical information effortlessly. "Why are these videos so short?" you may ask. It's because I value your time. I don't do fluffy introduction videos or explain wHy tHE ACT is IMporTant. Obviously, if you're here, it is because you want to improve your score, not because you want to waste your time listening to people introduce themselves. Throughout this concentrated course, we'll cover only the topics tested on the ACT using examples from past ACT tests, so no wasting your time, and we'll cover how to answer specific types the questions on the ACT. This last one may seem a bit self-explanatory, but because many students do it wrong, they waste precious time on a test that already doesn't give them much. Moreover, I GOT YOU IF YOU NEED TO CRAM. In this course, I will let you know if a concept is one that you SHOULD CRAM or shouldn't cram if you do not have time. So yeah. Save your precious time, improve your ACT score, and get those scholarships for the price of a sweatshirt. 

Overview

Section 1: all the basics:

Lecture 1 structure of math test

Lecture 2 basics check:

Lecture 3 ratios + cross multiplying

Lecture 4 subtracting with parenthesis [CRAM]

Lecture 5 undefined??? [CRAM]

Lecture 6 mean, median, mode, range, standard deviation [CRAM]

Lecture 7 video walkthru of median with graphs [CRAM]

Lecture 8 the types of numbers

Lecture 9 GCF, LCM, prime factorization

Lecture 10 open and closed circle notation

Lecture 11 interval notation

Lecture 12 domain and range

Lecture 13 set builder notation

Lecture 14 all the basic equation problems [CRAM]

Lecture 15 area of trapezoids, parallelograms, kites

Lecture 16 volume of cylinders

Lecture 17 converting units

Lecture 18 percents basics

Lecture 19 percent increase + decrease

Lecture 20 "find the area of the shaded region"

Lecture 21 area of a sector/arc

Lecture 22 multiplying by the conjugate

Lecture 23 binomials with i [CRAM]

Lecture 24 midpoint [CRAM]

Lecture 25 everything about linear equations [CRAM]

Lecture 26 factoring- the fastest guesswork way

Lecture 27 factoring w/quadratic formula

Lecture 28 the discriminant of the quadratic formula

Lecture 29 combinations and permutations (no formula) [CRAM]

Section 2: The Giant Walkthrough

Lecture 30 Example 1: exponents [CRAM]

Lecture 31 Example 2: interior angles [CRAM]

Lecture 32 Example 3: "how many FULL bottles?"

Lecture 33 Example 4: percentages basic [CRAM]

Lecture 34 Example 5: absolute value equations [CRAM]

Lecture 35 Example 6: arithmetic formulas

Lecture 36 Example 7: extremely common basic algebra problems

Lecture 37 Example 8: matrices

Lecture 38 Example 9: basic fractions [CRAM]

Lecture 39 Example 10: slope [CRAM]

Lecture 40 Example 11: ratios with similar triangles [CRAM]

Lecture 41 Example 12: sohcahtoa, sec, csc, cot [CRAM]

Lecture 42 Example 13: using the pythagorean theorem in a problem

Lecture 43 Example 14: factoring(my way)

Lecture 44 Example 15: area of a figure that's pretty much just multiple rectangles

Lecture 45 Example 16: the coordinate plane

Lecture 46 Example 17: percent off/discount

Lecture 47 Example 18: linear equations and graphs [CRAM]

Lecture 48 Example 19: probabilities

Lecture 49 Example 20: ratios and word problems

Lecture 50 Example 21: exponents again

Lecture 51 Example 22: "solve for I"

Lecture 52 Example 23: a time-based word problem/LCM

Lecture 53 Example 24: area and perimeter of a square

Lecture 54 Example 25: cross multiplying [CRAM]

Lecture 55 Example 26: arithmetic formula again

Lecture 56 Example 27: unit conversion

Lecture 57 Example 28: subtract the "members in BOTH clubs"

Lecture 58 Example 29: average/mean and the sum of numbers

Lecture 59 Example 30: equation of a circle [CRAM]

Lecture 60 Example 31: "how many are greater than the median?"

Lecture 61 Example 32: solving for x and y, two linear equations [CRAM]

Lecture 62 Example 33: subtracting time

Lecture 63 Example 34: sales tax and making your own equation

Lecture 64 Example 35: mean

Lecture 65 Example 36: linear graphs

Lecture 66 Example 37: 30 60 90 triangles

Lecture 67 Example 38: everything functions

Lecture 68 Example 39: reading a protractor

Lecture 69 Example 40: "x is between these and y is between these, what's this expression?"

Lecture 70 Example 41: "what is f(g(x))?" [CRAM]

Lecture 71 Example 42: variables with fractions

Lecture 72 Example 43: distance vs time graph, "Juro traveled during the day…" [CRAM]

Lecture 73 Example 44: sin cos tan equations and graphs

Lecture 74 Example 45: adding fractions

Lecture 75 Example 46: digits of a number

Lecture 76 Example 47: multiplying two variables with a number line

Lecture 77 Example 48: weighted average

Lecture 78 Example 49: area of a triangle from the coordinate units

Lecture 79 Example 50: squaring a negative number

Lecture 80 Example 51: using pythagorean theorem on the coordinate plane adv.

Lecture 81 Example 52: circles adv.

Lecture 82 Example 53: multiplying by the conjugate with imaginary numbers

Lecture 83 Example 54: logarithms

Lecture 84 Example 55: ratio of shaded area to unshaded, triangles

Lecture 85 Example 56: turning exponents into radicals

Lecture 86 Example 57: ratios and converting

Lecture 87 Example 58: law of cosine

Lecture 88 Example 59: mean and range

Lecture 89 Example 60: probabilities advanced

Section 3: For the 36:

Lecture 90 everything about triangles

Lecture 91 equation of a circle [CRAM]

Lecture 92 equation of an ellipse

Lecture 93 equation of a parabola [CRAM]

Lecture 94 polynomial graphs

Lecture 95 asymptotes

Lecture 96 equation of a hyperbola

Lecture 97 45 45 90 triangles

Lecture 98 law of sines [CRAM]

Lecture 99 absolute value graphs [CRAM]

Lecture 100 inequality graphs

Lecture 101 vectors

Lecture 102 standard deviation graph

Lecture 103 skew [CRAM]

Lecture 104 "what is the concentration of X?"

Lecture 105 distance = speed x time

Lecture 106 diagonal of a rectangular prism

Lecture 107 reflections

Lecture 108 odds

Section 4: Practice Test

Lecture 109 Strategy for the Math Test.

students taking that ACT