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Roots

Roots

Active and passive phrasing for roots—with worked examples.

Roots (√25, ∛8, …) use active and passive patterns. The radicand is spoken with cardinal rules (Kifuliiru numbers).

Verify on the site

Roots on kifuliiru.com — √25, ∛8, ⁴√16, root(25,2), 2√25, …

Three ways to say a root

FormPattern
ActiveW(index) + activeVerb(index) + W(radicand)
Passive 1W(radicand) + mbwikire mu + W(index)
Passive 2W(radicand) + passiveVerb(radicand) + connector(index) + W(index)

Active puts the index (2 for square root, 3 for cube root, …) first, then the verb, then the radicand phrase.

Passive 1 (mbwikire mu) reads like “the radicand, placed in the index.”

Passive 2 uses a verb that depends on the radicand and a connector that depends on the index.

Active verb (by index)

IndexVerb
2–7bubwisiri
8–9gubwisiri
10, 11–19, 100, 101libwisiri
20–90, 102+gabwisiri

Passive 2: connectors (by index)

IndexConnector (typical)
6, 10ne
20–90, 200–999na
101–199ne
2–5, 7–9, 11–19, 100, 102+no

Passive verb also depends on radicand size (small numbers vs igana, thousands, millions, …).

Worked example

Input√25

ActiveBubiri bubwisiri makumi gabiri na butanu

  1. Passive (mbwikire mu) — Makumi gabiri na butanu mbwikire mu bubiri
  2. Passive (bubwisirwi no) — Makumi gabiri na butanu bubwisirwi no bubiri

Worked example

Input∛8

ActiveBushatu bubwisiri munaana

  1. Passive (mbwikire mu) — Munaana mbwikire mu bushatu
  2. Passive (bubwisirwi no) — Munaana gubwisirwi no bushatu

Worked example

Input√100

ActiveBubiri bubwisiri igana

  1. Passive (mbwikire mu) — Igana mbwikire mu bubiri
  2. Passive (bubwisirwi no) — Igana libwisirwi no bubiri

Example bank

ExpressionValueActivePassive 1 (mbwikire mu)Passive 2
√255Bubiri bubwisiri makumi gabiri na butanuMakumi gabiri na butanu mbwikire mu bubiriMakumi gabiri na butanu bubwisirwi no bubiri
√93Bubiri bubwisiri mweendaMweenda mbwikire mu bubiriMweenda gubwisirwi no bubiri
√10010Bubiri bubwisiri iganaIgana mbwikire mu bubiriIgana libwisirwi no bubiri
√12111Bubiri bubwisiri igana na makumi gabiri na higumaIgana na makumi gabiri na higuma mbwikire mu bubiriIgana na makumi gabiri na higuma libwisirwi no bubiri
∛82Bushatu bubwisiri munaanaMunaana mbwikire mu bushatuMunaana gubwisirwi no bushatu
∛273Bushatu bubwisiri makumi gabiri na bulindaMakumi gabiri na bulinda mbwikire mu bushatuMakumi gabiri na bulinda bubwisirwi no bushatu
∛644Bushatu bubwisiri makumi galiindatu na bunaMakumi galiindatu na buna mbwikire mu bushatuMakumi galiindatu na buna bubwisirwi no bushatu
⁴√162Buna bubwisiri ikumi na ndatuIkumi na ndatu mbwikire mu bunaIkumi na ndatu bubwisirwi no buna

Practice flow

  1. Identify index and radicand.
  2. Write W(index) and W(radicand).
  3. Build active with the index verb.
  4. Try passive 1 (mbwikire mu) for clarity; use passive 2 when you need the full verb + connector pattern.

Practice

Write the active form and the numeric value.

  1. √36
  2. √81
  3. ∛64
  4. ⁴√16
  5. √121
Check your work
#ExpressionActiveValue
1√36Bubiri bubwisiri makumi gashatu na ndatu6
2√81Bubiri bubwisiri makumi galimunaana na higuma9
3∛64Bushatu bubwisiri makumi galiindatu na buna4
4⁴√16Buna bubwisiri ikumi na ndatu2
5√121Bubiri bubwisiri igana na makumi gabiri na higuma11

Related

TopicPage
Cardinal W(n)Larger numbers
PowersExponents
DecimalsDecimals
PreviousExponents

On this page

  • Three ways to say a root
  • Active verb (by index)
  • Passive 2: connectors (by index)
  • Example bank
  • Related