Arithmetic B Caclulator Exercises - Degrees, Radians, ln(x), exp(x), geometric and arithmetic sums

YOU are better than YOU think. Show yourself how:

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In mathematics, sooner or later you need to learn to read like a lawyer. For that read logic chapters 1 to 5 in Three Skills for Algebra. Sooner is better. Good luck.

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On the phone with a classmate or tutor,
or twiddla to write & draw with each other on art, math & science etc.

Logic Mastery
Amazing, Amusing, Amorous, Delicious, Delightful, Edifying, Strengthening Elixir.
It eases work & learning difficulties Makes the hard easier. Opens eyes. Leads to greater precision.
in reading and
writing

Do not leave here without it - Logic mastery will develops critical thinking, improve reading and writing, and give a firmer base for work and studies at many levels. Good luck.

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Caution: Site advice is approximately correct, for some circumstances, not all. Site How-TOs are logically developed, but not tried and tested. That leaves room for thought and refinement..

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After logic, (a) continue reading Three Skills for Algebra, chapters 8 to 14 and do so alongside site area on solving linear2007 Equations ; or (b) see this calculus starter lesson and Volume 3, Why Slopes & More Math, chapters 2 to 6;

For online automated help in senior high school maths & calculus, visit quickmath.com For Automatic Calculus and Algebra Help with derivatives, integrals, graphs, linear equations, matrix algebra, visit calc101.com With overlap, each site quickmath & calc101offers a different range of services, some free, some not, all based on webmathematica. Good luck.

2 Arithmetic & Algebra Review Problems

This large set of arithmetic and algebra review problems may help you to check or diagnose your arithmetic skills and some algebra skills as well - if you have studied algebra before. Answers will be found at the end of this book. Doing these problems and seeing their answers checks for gaps in your understanding, and may even fill some. Watch for arithmetic or algebraic patterns in the last of these "review" problems. Some calculations are slightly repetitive to help you spot such patterns.

2.3 Calculator Button Exercises

A = sin(90^°)

B = sin(180^°)

C = sin(0^°)

D = sin(270^°)

E = sin(-90^°)

F = sin(-720^°)

G = cos(90^°)

H = cos(180^°)

I = cos(360^°)

J = cos(0^°)

K = cos(-90^°)

L = cos(-720^°)

a = sin((p/2) radians)

b = sin(p radians)

c = sin(0 radians)

d = sin((3/2)p radians)

e = sin(-p/2 radians)

f = sin(-4p radians)

g = cos(p/2 radians)

f = cos(p radians)

h = cos(2p radians)

i = cos(1.5p radians)

j = cos(-p/2 radians)

k = cos(-4p radians)

Observe that the numerical values computed by the sine, cosine, tangent and all other trig-related function buttons, all depends on the units used for angle measurement.

2.4 More Calculator Button Work

A = exp( 2 ln(5))

B = e^{2 ln(5)}

C = 10^{2 log(5)}

D = 10^log(25)

E = ln(exp(6.2))

F = ln( e^6.2)

G, the sixth root of (16)¹²

H = [(16)¹²]^[1/6]

I = 1+3+3²+3³+3⁴+3⁵+3⁶

J = [(-1+3⁷)/([-1+3])]

K = [([1-3⁷])/([1-3])]

M = 1+(1.06)+(1.06)²+(1.06)³

N = [([-1+(1.06)⁴])/([-1+1.06])]

P = [([(1.06)⁴-1])/([1.06-1])]

Q = [([-1+(1.06)⁴])/[0.06]]

R = [1+(1.02)¹+(1.02)²+(1.02)³+(1.02)⁴]×(1.02)^(-4)

S = [([(1.02)⁽⁵⁾-1])/([1.02-1])] ×(1.02)^(-4)

T = 1+(1.02)^(-1)+(1.02)^(-2)+(1.02)^(-3)+(1.02)^(-4)

U = (1.02)^(-4)+(1.02)^(-3)+(1.02)^(-2)+(1.02)^(-1)+1

20.

V =

(

1.02

)⁽⁵⁾-1

(

1.02

)⁽¹⁾-1

Chapter 7 Elements of Algebra

2 Arithmetic & Algebra Review Problems

2.3 Calculator Button Exercises

2.4 More Calculator Button Work

Chapter 7
Elements of Algebra