**PART 1:**

**Irregular Equations**

**DECEMBER 16–20**

The first-degree equation (the linear equation):

3x−9 = 0 (root: x = ______)

I'm reading the second book of the Millennium trilogy by Stieg Larson. The story starts with a paragraph about equations. Can you complete the gaps? Use comments and write your name:

**PART 1: ****Irregular Equations**
**
**
**DECEMBER 16–20**

Equations are classified by the highest (a)________ (value of the exponent) of their unknowns. If this is one, the equation is of (b)________ degree. If this is (c)________ , the (d)________ is of second degree, and so on. Equations of higher degree than one yield multiple possible values for their unknown quantities. These values are known as (e)________ .

The first-degree equation (the linear equation):

3x−9 = 0 (root: x = ______)

The first-degree equation (the linear equation):

3x−9 = 0 (root: x = ______)

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Equations are classified by the highest (a)_____power___ (value of the exponent) of their unknowns. If this is one, the equation is of (b)__first______ degree. If this is (c)___second_____ , the (d)_power_______ is of second degree, and so on. Equations of higher degree than one yield multiple possible values for their unknown quantities. These values are known as (e)__roots______ .

ReplyDeleteThe first-degree equation (the linear equation):

3x−9 = 0 (root: x = ___3___)

Carmen Hens Barrilero:

ReplyDeletea)power

b)first

c)two

d)equation

e)roots

x=3

Mª Carmen Herrera Beurnio:

ReplyDeletea)power

b)first

c)two

d)equation

e)roots

x= 3

Carlos Sierra

ReplyDeletea)degree

b)first degree

c)two

d)equation

e)unknowns

x=3

The girl who played with fire.

ReplyDeleteAnswers:

a)power

b)first

c)two

d)equation

e)roots

x=3

Paula

Patricia Cabello Hurtado

ReplyDeleteA)degree

B)value

C)first

D)third

E)equations

X) x=0-3+9

=+6

a) power b) first c) two d) equation e) roots

ReplyDeletex=3

a)power

ReplyDeleteb)the first

c)two

d)equation

e)roots

3x-9=0 (x=3)

A) Grade

ReplyDeleteB) First

C) Two

D) Exponent

E) Unknowns quantities

Root:9:3=3

Equations are classified by the highest (a)_power (value of the exponent) of their unknowns. If this is one, the equation is of (b)__first degree. If this is (c)___two_____ , the (d)_equation_____ is of second degree, and so on. Equations of higher degree than one yield multiple possible values for their unknown quantities. These values are known as (e)_roots____ .

ReplyDeleteThe first-degree equation (the linear equation):

3x−9 = 0 (root: x = ___3___)

carlos jimenez molina

a) power

ReplyDeleteb) the first

e) roots

c) two

d)equations

e) roots

x=3

a) power

ReplyDeleteb)first

c)two

d)equation

e)roots

x=3

Alejandro RuizGómez

Equations are classified by the highest (a)power (value of the exponent) of their unknowns. If this is one, the equation is of (b)first degree. If this is (c)two, the (d)equation is of second degree, and so on. Equations of higher degree than one yield multiple possible values for their unknown quantities. These values are known as (e)roots.

ReplyDeleteThe first-degree equation (the linear equation):

3x−9 = 0 (root: x = 3)

María Pérez-Parra:)

Equations are classified by the highest (a)degree (value of the exponent) of their unknowns. If this is one, the equation is of (b)first degree. If this is (c)two , the (d)equation is of second degree, and so on. Equations of higher degree than one yield multiple possible values for their unknown quantities. These values are known as (e)________ .

ReplyDeleteThe first-degree equation (the linear equation):

3x−9 = 0 (root: x = 3)

a) power b) first c) two d) equation e) roots x=3

ReplyDeleteElena Torrecillas Barambio

Valentina Castillo Ceballos:estas son mis respuestas

ReplyDeletea) power

b)first

c) two

d) equation

e) roots

x=3

Jaime Millán Santiago

ReplyDeletea)power

b)the first

c)two

d)equation

e)roots

x) x=3

ARACELI MORENO CANTIZANI

ReplyDeletea) power

b) first

c) two

d) equation

e) roots

x=3

Congratulations! These are the answers:

ReplyDeletea) power/degree

b) first

c) two

d) equation

e) roots

x = 3