Grammar: Fundamental mathematics

Grammar Points
Fractions
Kinyarwanda terms applied in maths
Locatives mu, ku, i. muri, kwa
Derivative nouns from locative 'i'
Class 3 & class 4 of nouns
Grammar

Fractions: 

1/2: kimwe cya kabiri (igice kumwe cya kabiri, umugabane umwe wa kabiri).

1/3: Kimwe cya gatatu (igice kimwe cya gatatu, umugabane umwe wa gatatu).

1/4: Kimwe cya kane (igice kimwe cya kane, umugabane umwe wa kane).

1/10: Kimwe cya cumi (igice kimwe cya cume, umugabane umwe wa cumi).

1/100: Kimwe cy'ijana, Purusa imwe (1%).

 

2/3: Bibiri bya gatatu.

3/4: Bitatu bya kane.

4/5: Bine bya gatanu.

 

1 1/2: Rimwe n'igice.

2 1/2: Kabiri n'igice

10 1/4: Icumi na kimwe cya kane.

 

LOCATIVES

  1. Locative “mu”“ku”“i”, muri

Locative “mu”

Locative “ku”

abana bari mu nzu

ibitabo biri ku ntebe

abagenzi bari mu modoka

inkoko ziri ku modoka

abanyeshuri bari mu ishuri

abanyeshuri bari ku ishuri

abantu bari mu rusengero

kura ibirahuri ku meza

abakozi bari mu mujyi

ngiye ku kazi

Locative used before noun of town, country, and place:

Locative “mu”

Locative “ku”

Locative “i”

Locative “muri”

mu Ruhengeri

ku Kibuye

i Kigali

muri Amerika

mu Ruhaango

ku Gisenyi

i Kibungo

muri Kanada

mu Rusenyi

ku Gikongoro

i Nyagatare

muri Komgo

mu Bugarama

ku Kicukiro

i Rwamagana

muri Kenya

mu Bugesera

ku Kacyiru

i Rwinkwavu

muri Tanzania

mu Nyakabanda

ku Mubuga

i Nyanza

muri Zimbabwe

mu Rwanda

ku Cyanika

i Cyangugu

muri Kameruni

mu Burundi

ku Mayaga

i Byumba

muri Gabo

mu Bufransa

ku Mugina

i Remera

muri Nigeria

mu Bubiligi

ku Rwesero

i Gikondo

muri Ethiopia

mu Bwongereza

ku Gisozi

i Nyamirambo

muri Somalia

mu Buswisi

ku Ntenyo

i Kanombe

muri Nyabugogo

mu Bushinwa

ku Ihanika

i Butare

muri Zambia

mu Butaliyani

ku Ishara

i Nyagatare

muri Libiya

mu Budage

ku Ihembe

i Nyamasheke

muri Nepali

mu Burusiya

ku Kigeme

I Rwamwata

muri Sudani

Locative “kwa”  (at somebody’s place) may be used as derivative nouns formed with the locative “i”. It should be noted that “kwa” is exclusively used with proper names. See the examples below:

ngiye kwa Bayingana

I’m going at the Bayingana’s

tuvuye kurya kwa Samuel

we’re from Samuel’s

ejo twavuye kwa Krista nimugoroba

yesterday we’ve left Krista’s place in the evening

ejo tuzajya kwigira kwa Jennifer mukuru.

we’ll go to study at the older Jennifer’s

hari imbwa nziza kwa Jennifer muto

there are nice dogs at the younger Jennifer’s.

mbese watumiwe kurya kwa Diana ku manywa?

have you been invited for lunch at the Diana”s

umwana wo kwa Boyi ni munini cyane

boyi’s child is too big.

mbese abana bawe bagiye kwa sekuru?

have your children gone at the grand father’s place?

  1. Derivative Nouns from Locative “i” + Possessive pronoun

We have seen the word “imuhira” which means “domicile, home, at one’s place”. In this context the possessive pronouns associated with “i”can take some attributes of a noun. Let’s have a look at the formation of those derivative nouns:

i-wa- njye

iwanjye

i-

locative

-wa-

connector

-njye

personal pronoun

 

i-wanjye

iwanjye

at my domicile/home

i-wawe

iwawe

at your domicile/home

i-we

iwe

at hi/her domicile/home

 

 

i-wacu

iwacu

at our domicile/home

i-wanyu

iwanyu

at your domicile/home

i-wabo

iwabo

at their domicile/home


Examples: ingero

ndi iwanjye

I’m at my domicile

uri iwawe

you’re at your home

ari iwe

he is at his residence

turi iwacu

we’re at our place

muri iwanyu

you’re at your domicile

bari iwabo

they’re at their residence

abana bagiye iwanyu

children are going to your place

abanyeshuri bavuye iwanjye

students are from my home

Kabera na Kankindi bari iwabo

Kabera and Kankindi are at their residence

ejo tuzajya iwacu

we’re going home tomorrow

kuwa mbere muratumiwe iwe

you’re invited at his residence on Monday

 

Amazina yo mu nteko ya 3 (Class 3 nouns):  Characteristics: in-in

 

 Amazina (nouns) Singular

Amazina nouns) Plural

Examples with Possessives Singular

Examples with Possessives Plural

Inka

Inka

Inka yanjye

Inka zanjye

Inkoko

Inkoko

Inkoko yawe

Inkoko zawe

Intare

Intare

Intare ye

Intare ze

Inzovu

Inzovu

Inzovu yanjye

Inzovu zanjye

Intama

Intama

Intama yawe

Intama zawe

Ingurube

Ingurube

Ingurube ye

Ingurubeze

Injangwe

Injangwe

Injangwe yanjye

Injangwe zanjye

Ingagi

Ingagi

Ingagi  yawe

Ingagi zawe

Imbwa

Imbwa

Imbwa ye

Imbwa ze

Imbeba

Imbeba

Imbeba yanjye

Imbeba zanjye

Ihene

Ihene

Ihene yawe

Ihene zawe

Inuma

Inuma

Inuma ye

Inuma ze

Intebe

Intebe

Intebe yanjye

Intebe zanjye

Amazina yo mu nteko ya 4 (Class 4 nouns):  Characteristics: iki-ibi/igi-ibi/icy-ibi

 Amazina (nouns) Singular

Amazina (nouns) Plural

Examples with Possessives Singular

Examples with Possessives Plural

Ikibabi

Ibibabi

Ikibabi cyanjye

Ibibabi byanjye

Ikirahure

Ibirahure

Ikirahure cyawe

Ibirahure byawe

Ikirenge

Ibirenge

Ikirenge cye

Ibirenge bye

Ikibero

Ibibero

Ikibero cyanjye

Ibibero byanjye

Ikiyaga

Ibiyaga

Ikirahure cyawe

Ibirahure byawe

Ikibiriti

Ibibiriti

Ikibiriti cye

Ibibiriti bye

Igifu

Ibifu

Igifu cyanjye

Ibifu byanjye

Igiti

Ibiti

Igiti cyawe

Ibiti byawe

Igitabo

Ibitabo

Igiti cye

Ibiti bye

Igitebo

Ibitebo

Igitebo cyanjye

Ibitebo byanjye

Icyuma

Ibyuma

Icyuma cyawe

Ibyuma byawe

icyayi

Ibyayi

Icyuma cye

Ibyuma bye

Grammar Introduction

Basically, in fundamental mathematics operation (addition, subtraction, division, and multiplication) you use cardinal numbers in agreement with nouns. 

 

1. Addition (kongeraho):

 

1+2 = Rimwe wongeyeho kabiri bingana na gatatu.

          One plus two is equal to three.

 

4+5 = 9 Kane wongeyeho gatanu ni icyenda.

             Four plus five

 

2. Subtraction (gukuramo):

 

8-2 = 6 Umunani ukuyemo kabiri hasigara gatandatu.

            Eight minus two remains six.

 

10-3 =7 icumi ukuyemo gatatu hasigara karindwi.

            Ten minus three remains seven.

 

3. Division (kugabanya):

 

24/3 = 8 Makumyabiri na kane ugabanyije na gatatu ni umunani.

             Twenty four divided by three is equal to eight.

 

100/5 = 20 Ijana ugabanyije na gatanu ni makumyabiri.

                hundred divided by five is equal to twenty.

 

  4. Multiplication (gukuba):

 

7x9 = 63 Karindwi ukubye n'icyenda ni mirongwitandatu na gatatu.

              Seven times nine is equal to sixty three.

 
11 x 18 = cumi na rimwe ukubye na cumi n'umunani ni ijana na mirongocyenda         n'umunani. Eleven multiplied by eighteen is equal to hundred and