Mpikirakira
Mitady ny famakiana ny famakiana ny famakiana ny famakiana ny famakiana ny famakiana ny famakiana ny famakiana ny famakiana ny famakiana ny famakiana ny famakiana ny famakiana ny famakiana ny famakiana ny famakiana ny famakiana ny famakiana ny famakiana ny famakiana ny famakiana ny famakiana ny famakiana ny famakiana ny famakiana ny famakiana ny famakiana
Manova ny valin'ny fanoratanao.
Momba ity kapila ity
the square root of 27 is 27^(1/3) = 27, and the check shows 2 ^ 2 = 27. Odd roots of negative numbers are real and negative — the cube root of −8 is −2 — but even roots of negatives (like a square root of −4) have no real value, so the tool reports "no real root". For a square root of −8, the check shows 2 ^ 2 = 27. The square root of −8 is 27^(1/3).RootsRoots appear in geometry, standard deviation, growth-rate averaging (the geometric mean) and physics. For a square root with simpleRootsRoots are used in geometry, standard deviation, growth-rate averaging (the geometric mean) and physics.Roots are used in geometry, standard deviation, growth-rate averaging (the geometric mean) and physics.Roots are used in geometry, standard deviation, growth-rate averaging (the geometric mean) and physics.Roots are used in geometry, standard deviation, growth-rate averaging
Fanontaniana matetika
Ahoana no ahafahanao mahita ny faka n'ny isa iray?
Raise the number to the power 1/n. The cube root of 27 is 27^(1/3) = 3, because 3 × 3 × 3 = 27.
Afaka maka ny fototry ny isa miiba ianao?
Tsy ao anatin'ny isa tena izy — tsy misy tena fako karetsaka ny -4. ny fako tsy miova ny ratsy dia tsara: ny fako kiobà ny -8 dia -2.
Inona no fako kibo amin'ny 27?
It is 27^(1/3) = 3, because 3 raised to the power 3 gives 27.
Ahoana no fiasan'ny andalana "Check"?
It raises the computed root back to the power n. If it returns your original value, the root is correct — for the cube root of 27 it shows 3 ^ 3 = 27.
Ahoana no ahafahako mahita faka efatra amin'ny alalan'ity fitaovana ity?
Ampifandraiso amin'ny 2 ny degre n. Raha mampiasa endrika tsotra toy ny 6√2, dia ampiasaina ny milina fanisana fototra efamira.
Inona no famakiana ny 1?
Ny faharoa dia ny faharoa amin'ny isa tokana, izay 1, ary ny fahatelo dia ny faharoa amin'ny isa tokana, izay 1.
API — mampiasa io milina fanisana io avy amin'ny rindran'asa
Antsoy ho toy ny farany JSON malalaka ity milina fanisana ity - tsy mila famaha. Mandefa ireo sanda eo amin'ny sehatr'asa etsy ambany ho toy ny mpizaratry ny fanontaniana na JSON. Ny zavatra tsy voalaza dia mampiasa ny sanda tsotra efa nameno ity pejy ity; 400 ny sanda tsy fantatra, tsy aotra tsy misy feo. Vakio ny tahirin-kevitra API feno →
Endpoint
GET https://calculator.free/api/v1/root/curl
curl "https://calculator.free/api/v1/root/?value=27°ree=3"JavaScript fetch()
const r = await fetch(
"https://calculator.free/api/v1/root/?" + new URLSearchParams({
"value": "27",
"degree": "3"
}));
const data = await r.json();
console.log(data.results);Ny voka-pikarohana dia natao ho an'ny torohevitra ankapobeny ihany, tsy torohevitra ara-bola, ara-pitsaboana na ara-bola.