ᄀ᠀ᤀᨛᰝḀ Ā ЇࠀА܀ጇဌကЇሉ਄ༀሀЀ Ȁ̀ȀЀ В᠞ἌȀЊᔄఀ‘ༀᬀ Ѐ Ԁ Ѐ ᠒܀ᔊȞᬀ᐀Їሄऀ،Џምᬀఀ Ā Ѐ Ѐ Јఀᴞఀሀऀࠀ─ Ѐ Ѐ Ѐ Ѐ Ѐ ࠀ Ѐ ഀఀᜀऀ܀਒Я̯̀ ᐀ᤀᬟ ℀ᤀ∀Ḁ Ѐ ⤀ ࠀ

 

ᄀ᠀ᤀᨛᰝḀ Ā Ѐ Ѐ ̀Ѐ Ѐ ᐀ᤀᬟ ℀ᤀ∀Ḁ Ѐ Ѐ Ѐ Ѐ ᜀ਀ࠀ ̀ ؀ Ⰰ ᜀ਀ࠀ ̀ ܀ Ѐ Ѐ Ѐ ࠀ܀ሀ̀؀ഀ.

 

ᄀ᠀ᤀᨛᰝḀ Ā Ѐ ༀЀ Ȁ̄Ԇ܀ࠀ ⌄␀ऀ─∀ Ā ⌄☀Ѐ਀∀Ā⌧਀⠀ ⤃ ─ Ѐ б㄀Ѐ ကᄒ ጀ ༀሐЗਞଏȀఀ Ѐ ᐀ᤀᬠ™ᤀ⌀Ḁ Ѐ Ѐ ଏȉࠀЗਞఀЕȊḀ̀ Ѐ А܀Ȍᜀऀ܀਒ЇሀЏ Ѐ ༀ ⨀ ܀ࠀЉ،Ђఀༀᬀ

 

ሀᤀᨀᬜᴞἀ Ā ЏሐЀ Ȁ ̀ ̄ᰀ، Ѐ Ѐ ̀ ᔀᨀᰠ℀∀ᨀ⌀ἀ Ѐ Ѐ Ѐ ⰕКఀЏᬀ܀ᴒЉ،Ѐ ܀ Ѐ ̀ ฃ.

 

ကᜀ᠀ᤚᬜᴀ Ā Ѐ Ѐ Ѐ ἀ✨␀ ᴄᨀ،ȌЀ Ԁ ⌏☄ࠀ؊ᨀЉ؏ऀЕਂЀ ؀܀ ⤀Ѐ Ā ̀ ጀ᠀᨞ἀ ᠀℀ᴀ Ѐ Ȁ ؀܀ ⤀Ѐ Ā Ѐ ᜀਈ̀Ԁఀऀ؀଀ऀĀ␀ऀ଀✀.

 

Homework Topics: Transformations of Functions 1. Explain in words HOW you would transform one of your BASIC graphs in order to obtain the graph of each function.

 

ሀᤀᨀᬜᴞἀ Ѐ ̀ ЦЧ̀ ḏἄഀ؊ᨀЉ؏ऀЕਂЀ ̀Ѐ Ѐ Ā ᔀᨀᰡ∀⌀ᨀ␀ἀ Ѐ   ἥК،ȌЀ Ā Ѐ Ѐ ܀ሄ Ā Ā ⤄ༀऀО؀┄ࠀ ┄⌀ ̀ ̀ ㌀،Сༀ␒ఀऀ܀ᜀЀ ᬀ Е܀ఀᬀကЕਂЀ ̀ 㤀ਂЉ،Ѐ ̀ Ā ⤩еЀఀ

 

ᄀ᠀ᤀᨛᰝḀ Ѐ Ȁ ∏⌀ ∞⌀ Ѐ ЋᬀༀሌЏࠀЏЕ᠒ᜀऀ܀਒Њᔀ Ѐ Ѐ܅ Ћᬀༀሌ̀ШᬀਉЇऀЏࠀЏ Ѐ ᐀ᤀᬟ ℀ᤀ∀Ḁ Ѐ ഀ Ѐ ؀ ؀.

 

ᄀ᠀ᤀᨛᰝḀ ᰗ؏ምఀကЉ،ЋȊḛఀἀ Ѐ Ā Ѐ ᤀఀᴌሐȌЋਛ᐀ሊἀ܀ༀᬀࠀ̀ ᐀ᤀᬟ ℀ᤀ∀Ḁ Ѐ Ȁ ᜀਈ܀̀ĀЀഀ☀ ̀ ࠀ܀ሀ܀∀ࠁ∀ࠀ܀ ∀ Ѐ.

 

ሀᤀᨀᬜᴞἀ Ă Ѐ Ѐ Ѐ ᔀᨀᰠ℀∀ᨀ⌀ἀ Ѐ Ԁ ЗਊȐ܀ሏऀఀ∀Љ،ЋȊ‛ఀ℀ Ѐ Ѐ Ѐ Ԁ ⨀ Ā ଀Ȁ ⸀ЪЈ਄ऀ؏ऀЉ،Јਛ᠉܀਒ Ѐ.

 

ሀᤀᨀᬜᴞἀ ̀ ⠀ ؀ ᔀᨀᰠ℀∀ᨀ⌀ἀ ܀̀ ࠀ̀ ࠀ̀ऀĀ਀ ଀.

 

ᄀ᠀ᤀᨛᰝḀ ᰀȊጌЉ،Ѐ ĀȀ̄Ԇ̇ࠂԉਂଌȀĀ Ѐ ̄ഀ ᐀ᤀᬟ ℀ᤀ∀Ḁ Ѐ ⠀ ଀ ⠀ ⠀ ⌀ Ѐ.

 

ᄀ᠀ᤀᨛᰝḀ ᰀЋਇሉЗ؏ȝఀЀ Ā Ȁ ؇̈ ⠀ ᐀ᤀᬟ ℀ᤀ∀Ḁ ऀ Ⰿ┇ࠀЏऀЀऀЭЀȀ ̄⸀ਚЉ،ЋȊ☛ఀḀІༀࠀ Ѐ ਀ Ѐ Ā ܀ሀ Ѐఀ─܈ईЀᔀ਀ȀЀࠀȀ̀ Ќ┇ࠀऀࠀЕਂЀࠀЀ̀ Ā ㌀ЏऀЀऀЭЀ̀㐀∀

 

ᄀ᠀ᤀᨛᰝḀ Ѐ Ѐ ̀ Т⠀ЀĀЩЀȀ ̀ Ѐ ᐀ᤀᬟ ℀ᤀ∀Ḁ Ѐ Ѐ ЏሐЉ،Љਉༀᬀ Ѐ ᜀ؏ȝఀЊሄऀ،ЈଆఀȌЀ Ԁ Ѐ ऀ،ЇἀༀᴌЗ؏ȝఀЀ Ѐ Ѐ Ѐ Ѐ Ѐ Ѐ ࠀ᐀ࠀऀఀἀ℀਀⌀Ā਀⌀ⴀ Ѐ ऀ.

 

ᄀ᠀ᤀᨛᰝḀ Ā Ѐ ऀ،ЋᬀༀሌЀ Ā ТРУༀሐЏऀЇሕ܀ሇऀ᐀␃ ✀␀ Ā Ѐ ЗఀሉఀȌကЊሄऀ، Ѐ ਂ܀⤇ሡЏሐЀ Ȁ Ԁ Јଌᜀ܀ᔇఀက Ѐ ܀ ␀ Ḁ⬀ ఀ ᐀ᤀᬠ℀∀ᤀ⌀Ḁ Ѐ ࠀ ऀ਀ Ѐ ࠀ Ѐ ἀ ✀㜀℄

 

ᄀ᠀ᤀᨛᰝḀ Ȁ Ѐ ဇࠀऀༀሗఀЀ Ȁ ␄ᔊȀ ᐀ᤀᬟ ℀ᤀ∀Ḁ ᴏ␄ḀༀȏᬀᬀఀᬀОᬀༀऀఀࠀ Ѐ ؀ ЏሐЀĀȀԀЀĀ̀ЀԀ؀ ᔊȄⰄⴀЀ؀ЭЀĀ ‮☀ ЏሐЄⰄⴀЀ܀ЭЀĀ ‮☀ Ѐ ␀ ㄀ఀȌЀ ᰀ ȇ Ѐ Ѐ Ԁ Ѐ

 

ᄀ᠀ᤀᨛᰝḀ Ā Ѐ ̄ ℀Т⌤Ḅ؏ࠀ Ѐ ༀЉਉༀᬀЗ؏ȝఀЀ Ԁ Ѐ ̄ ⤀Ы⨃ ᐀ᤀᬟ ℀ᤀ∀Ḁ Ѐ Ѐ ᨀ܀ऀ؄ࠀਟఀЂༀဇ᠈Ѐ Ȁ Ѐ Ѐ Ѐ Ѐ ᜀ؏ȝఀЀ Ԁ Ѐ.

 

ᄀ᠀ᤀᨛᰝḀ Ѐ Ā Ѐ Ѐ ༀሐЇሕ܀ሇऀ᐀⬀ ᐀ᤀᬟ ℀ᤀ∀Ḁ Ѐ Ѐ Ѐ Ѐ Ѐ ࠀ܀ሀȀ؀Ѐ਀฀؀ Ԁ Ѐ Ѐ Ѐ ᴠ℀ ؀ ᔇሇऀఀ ᴵ℀ Ѐ Ѐ Ѐ Ѐ Ѐ Ѐ ଂਗఀఀဃ.

 

ᄀ᠀ᤀᨛᰝḀ Ѐ Ā Ѐ ଀ Ā ЏሐЀ Ȁ ᐀ᤀᬠ℀∀ᤀ⌀Ḁ Ѐ ؀ ఀࠀ ༀሐЀ␀ЫЀĀ ᰀ ؀ ࠀ਄ऀ؏ऀἀĀԀ̀ᰀ܀ ఀ.

 

ሀᤀᨀᬜᴞἀ Ā ЏሐЗༀȂ᐀܀ምЏЗ᠂ȌሉЀ Ȁ Ѐ ဇࠀऀༀሗఀЀ ̀ Ѐ ̀ Х─Ѐ Ā ̄ԏሄ᐀ਘЊ ༀ܀ሀЉ،ࠀఀ Ѐ ᔀᨀᰠ℀∀ᨀ⌀ἀ Ԁ Ѐ Ѐ Ѐ Ā Џሐ Ѐ ᜀༀȂ᐀܀ምЏЗ᠂ȌሉЀ Ȁ܀ ̀ Ԁ ࠀ܀ሀ ਀ ␀ ࠀ

 

ᄀ᠀ᤀᨛᰝḀ Ѐ Ѐ ఀ ࠀ᠗؀Љ؏ऀЀ ἀ ଏȀЀ⬀ᨀ،ȌЀ ఀ ଏȀ Ѐ ܀ Ѐ Ѐ ఀ ଀༂　⬀Ѐ ȌଛༀᜀఀကЩ᐀Ы㄀　 ఀ ᐀ᤀᬠ℀∀ᤀ⌀Ḁ Ѐ Ѐ Ѐ Ѐ ␀ ЕఀᬀऀЊሄༀЗ᠂ȌሉЀ Ā ᨀ Їࠀ㐀␀ĀԀĀ؀ᨀЀ㔀

 

ሀᤀᨀᬜᴞἀ Ḁ ̀ Ѐ Ѐ Ѐ Ѐ ᰥᴄⰀЈଆఀȌЊᔄȏဇ᠈Ѐ ଀ Ѐ ਀ Ѐ Ѐ ࠀଆఀȌ̀ ᔀᨀᰡ∀⌀ᨀ␀ἀ Ā Ѐ Ѐ Ā ☄ࠀ਄ऀ؏ऀЊ᠉ࠀ܀ဌЀ Ā Ѐ ̀ Љ؏ऀХਘሐࠀЉ، Ѐ ਥ⬀ఀᜀऀЊᔄጊᬀ᠟ఀЀ Ā Ѐ Ѐ Ѐ

 

ᄀ᠀ᤀᨛᰝḀ Ā Ȁ Џᨀༀ᐀ЕȊἀḀЉ،Џ ࠀЊᔀ Ѐ ̀ Ѐ Ѐ Ѐ ᔂਟЉ،З᐀ᬀ܀ሐఀȀ␀ ШЩḄ⨄܀ሀИሇऀࠀЊᔄ Ā ✀⤫ ̀ ᐀ᤀᬟ ℀ᤀ∀Ḁ Ā ⴀЇለ܀ဌЉ، Ѐ ᜀ᐀ᬀ܀ሐఀȀЏऀЀ Ȁ Ѐ Ѐ Ѐ ؀.

 

ᄀ᠀ᤀᨛᰝḀ Ā ЏሐЂༀဇ᠈Ѐ Ȁ ІༀࠀЀ ̀ ЇࠀԀ؀ĀȀ⌀̀Ѐ␀̀ ᜀਈЀ─Ԁ ᜀਈЀ␀؀ ᐀ᤀᬟ‡ᤀ∀Ḁ Ѐ ᨀ܀ऀ؄ऀ، Ѐ Ѐ Ѐ ᜀਈ Ѐ ᜀਈЀ⤀Ԁ ࠀ܀ሀ Ѐ.

 

ᄀ᠀ᤀᨛᰝḀ Ā ІༀࠀЏІਛఀЊᔄȏဇ᠈Ѐ Ȁ Ѐ Ѐ ᐀ᤀᬟ‡ᤀ∀Ḁ Ԁ А܀Ȍᜀऀ܀਒Ḁ Ѐ ؀ ᔛਚࠀЇሄऀ،Ћਈ܀ऀ܀ጌЀ ؀ Ѐ ؀ А܀Ȍᜀऀ܀਒Ѐ ࠀऀࠀ਀଀఍ࠀ਀ࠀ Ѐ ᜀ᠂ȌሀऀАఀለ܀ऀ᐀Ѐ ܀ ⨄Ѐ

 

ᄀ᠀ᤀᨛᰝḀ Ѐ ࠀଆఀȌЊᔄȏက܀᠈Ѐ Ā ᨀ،ȌЀ܀␀ЏሐЀ ܀ Ѐ ЭЩ ܀␀Ⰰἀ␀ЭФ ᴃ ␀  ܀ ␀ ܀Ԁ؀̀─Ā☀܀✀⼀̀⤀ ഀ ᜀ਀ࠀ⠀฀Ԁ ࠀ ᜀ਀ࠀ฀ࠀ　 ⼀ ࠀܒ⠀฀ᜀ਀ࠀ⠀ༀఀ ᨀ،ȌЀ܀㄀܀

 

ᄀ᠀ᤀᨛᰝḀ СЊᔄऀ، Ѐ ␀ ࠀ ШЗ਒ࠀऀༀሉ⤀Ѐ ऀ ШЗ਒ࠀऀༀሉ⤀Ѐ ਀ ଈఀഀ ⤄ ଉఀ฀ ⤄ ଊఀༀ ഀ฀ༀ С Ѐ ᐀ᤀᬠ℀∀ᤀ⌀Ḁ Ѐ ऀȏለᔊȝЀ Ȁ က ☀.

 

ᄀ᠀ᤀᨛᰝḀ Ѐ Ѐ ᐀ᤀᬟ‡ᤀ∀Ḁ ܀ Ѐ Ȁ Ȁ ࠀ܀ሀ؀ऀⴀЀऀ⬀ ܀.

 

ᄀ᠀ᤀᨛᰝḀ Ȁ Ḅᨀ؇ᜀ؀Їࠀ Ѐ ᬀሀȀĀԀ؀ἀᨀ،ȌЀ Ā Ѐ ⤀἟ Ѐ ᐀ᤀᬟ ℀ᤀ∀Ḁ Ѐ ᠒܀ऀЛఀምऀ؀ЩԀ⬀؀ Ѐ Ѐ Ѐ ␀ Ԁ.

 

ကᜀ᠀ᤚᬜᴀ Ā ЏሐЀ Ā ἀЏȌЈ᠗؄ऀ؏ऀЀ Ā Ȁ Ā Ā Ā ЏሐЉ،Љᨀ਄ਂ܀ℇለЏȌ Ѐ ἀТУ̀ Ѐ Ѐ ᜀਊȐ܀ሏऀఀࠀФȀ⠄؀⠄܀⠄ Ԁ ┄ༀሐФ Ȁ ἀ⠄ ؀ ἀ⠄ ܀ ἀ⠄ Ԁ ⠄ༀሐЀ ଀ Ȁ ἀЏሐЀ Ȁ Ѐ Ѐ Є

 

ᄀ᠀ᤀᨛᰝḀ Ѐ Ѐ Ѐ Ѐ ऀ،Зༀଏᜀ܀ऀༀሗఀЊᔀ Ā Ԁ Ѐ Ⰰ⸀⸀ б㈀ᴀ㌀ЯЭЮ　 Ⰰ⸀㐀 б㈀ᴀ㌀ ᐀ᤀᬟ ℀ᤀ∀Ḁ Ѐ ┏☄㘀ༀȏᬀᬀఀᬀжᬀༀऀఀࠀ ؀ ЊሄༀЋᬀༀऀఀЏऀ ܈܀ 㜀аЏሐЏЗ؏Ȣ

 

ᄀ᠀ᤀᨛᰝḀ Ā Ȁ ̀ ᜀ਀ࠀ฀଀ᨀ،Ȍ⌀ЕਂЀ ؀ ХЩ⌄Ѐ܀؀⬀⨀ ЦᜀਈЀ Ԁ Ѐ Ѐ ࠀਘऀ؀Ћਛఀ̀ ᐀ᤀᬟ ℀ᤀ∀Ḁ Ѐ Ѐ ऀ Ѐ ਀᠀ऀሀࠀ܀ሀĀܒሀࠀഀࠀȀĀ ᨀ،ȌЀᄀȀȀ℀̀Ā ∀ Їᔄ฀ጀ਀ Єༀ

 

ᄀ᠀ᤀᨛᰝḀ Ѐ Ā Сਘሐ܀ሢЉ،ГਛᠠఀЀ Ȁ Ѐ ጏȇༀℛఀࠀЀ ἀ Ѐ ̄Ⰰ܀ሐЏሀЌⴋȌࠀࠀ܀਒Еਂ Ѐ ␀⤄   Ѐ   ЏሐЀ   ␀̀   ␀⠄⼄ࠀ─  ⠄܀ࠀЈ᐀  ఀऀȀ܀ᜀЇሀЀ   ЏሐЀ   ⠃Ѝఀ

 

ሀᤀᨀᬜᴞἀ Ѐ ଊऀఀሉ܀ༀᬀЀ Ā Ā ␄ࠀ਄ऀ؏ऀĀĀȀȀ̀̀ЀԀЄ Ā ☞✄⠀ࠀࠀ᠟܀ሩЀ Ѐ Ъ⨀Ѐ Ԁ Ⰰ─ЏࠀЏЕ᠒ᜀऀ܀਒Њᔄ ؀ Џሐ Ȁ ༀሐЗਟଏȌЇऀК܀ऀ؀Љ، Ѐ ᔀᨀᰠ℀∀ᨀ⌀ἀ Ѐ Ȁ Ѐ Ѐ ㄀

 

ကᜀ᠀ᤚᬜᴀ ἀ ༀሐĀᬀȀȀሀ̀ ἀ ऀ਀ЋȊጌЉ،Еਛᬀਚ܀ሠ℀ Ѐ Ѐ ᨀ،Ȍ Ԁ ጀ᠀᨞ἀ ᠀℀ᴀ Ѐ ܀ሄ Ԁ؀̆܀ࠀऊЋ܀ఀ܀എ܀ଏ Ѐ Ѐ ⰀሌЀ ᜀༀሀАȏᨀЏሔ Ѐ Ѐ Ѐ Ѐ Ѐ Ѐ Ѐ Ѐ Ѐ Ѐ Ѐ ሊȞༀᬀ℀.

 

The tasks and the order they are performed are shown in Table 1. Combine these into workstations to create an assembly line. The assembly line operates.

 

EMBED Equation. DSMT4 EMBED Equation. DSMT4 EMBED Equation. DSMT4.

 

ᄀ᠀ᤀᨛᰝḀ ἀЏሐ Ѐ Ѐ Ⰰ ᬀሀ܀ЀȀ ࠀ ᨀ،ȌЀ̀ⴀЇࠀЉ، Ѐ ࠀ ᬀሀ܀ЀȀ ࠀ Ѐ Ԁ ᬀሀ܀ЀȀ ࠀ Ѐ ᐀ᤀᬟ ℀ᤀ∀Ḁ Ѐ Ѐ Ѐ Ѐ Ѐ Ѐ ఀ.

 

ሀᤀᨀᬜᴞἀ ᰀЈଆఀȌЊᔄȏဇ᠈Ѐ Ā Ȁ Ѐ ̀ Ѐ ᔀᨀᰠ℀∀ᨀ⌀ἀ Ā Ѐ ࠀ ✀Яਘऀࠀ܀ဌЉ؀ఀЈଆఀȌ〃 ⼇ለ܀ဌ　Є.

 

ᄀ᠀ᤀᨛᰝḀ Ѐ ဇᔕఀȌሉЕȊ⌀НఀȊ̄ Ԁ؇ࠀऀ Ѐ Ѐ ̃̀ Ѐ ਕЀ ℀ ሀ؇ਓऀ Ѐ Ѐ Ѐ.

 

ሀᤀᨀᬜᴞἀ Ā ЏሐЗ਒ဘᜀऀ܀ጇऀᐄ Ȁ Ѐ ̀ ∄ᨀ܀ऀ؀Ѐ̀Ā⌀ Ѐ Ѐ ဌଉ؄ Ԁ Ѐ Ѐ ܀ऀГༀȇఀࠀЏࠀЩ̀⨀┣　 ЋȊጇဌင Ȁ ᔀᨀᰠ℀∀ᨀ⌀ἀ Ѐ Ф␀ХЇࠀЌ℘܀ጏᬀఀሉЉ਄ Ā؇܀ Ѐ Ѐ Ѐ Ѐ Ѐ Ѐ Ā еЮ⨀ Ѐ Ѐ Ѐ ഀ ᜀਈ ฀ ༀ.

 

ሀᤀᨀᬜᴞἀ Ѐ Ѐ ᬀ Њ᠄ऀ، Ѐ Ѐ ᔀᨀᰠ℀∀ᨀ⌀ἀ Ԁ Ѐ Ѐ ĀЀऀ Ѐ  ،Ȍᬀ؀਀ࠀऀ਀ Ȁ ᴀ਀ࠀ ଀ Ѐ ༀ᠐ЀĀఀ؀ ᔀ ᬊȄఀгЖഀ਄ऀ؏ऀЀऀ਀଀ ਀ḀऀĀȀ଀଀Ԁ؀਀ࠀᔀ Ȁ.

 

ᄀ᠀ᤀᨛᰝḀ Ā Ѐ ؀ Ā Ѐ ࠀ ᐀ᤀᬟ‡ᤀ∀Ḁ ᰏᴀЯЗ؏ȠఀЀ Ā Бࠀఀ଀Ā܀─Ԁ̀─∀਀଀Ā─ ܀ ଀ ─.

 

Homework Topics : Properties rules of Algebra; 1. Identify the rule s of Algebra that are being illustrated by the following statements. A. Commutative Property of multiplicationB.