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Trig, logs, powers, roots we constants bilen doly bir ylmy hasapçy - azat we onlaýn.

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Bu hasapçy hakda

and radians for trigon. The DEG/RAD toggle is a simple and easy way to change the order of the operations. It is a simple and easy way to change the order of the operations. It is a simple and easy way to change the order of the operations. It is a simple and easy way to change the order of the operations. It is a simple and easy way to change the order of the operations. It is a simple and easy way to change the order of the operations. It is a simple and easy way to change the order of the operations. It is a simple and easy way to change the order of the operations. It is a simple and easy way to change the order of the operations. It is a simple and easy way to change the order of the operations. It is a simple and easy way to change the order of the operations. It is a simple and easy way to change the order of the operations.For example, the function sin(45)^2 is used to calculate the radians of a square root, and the radians of a square root is used to calculate the radians of a square root. For example, the radians of a square root.For example, the radians of a square root are 120.For example, the radians of a square root are 120.For example, the radians of a square root are 120.For example, the radians of a square root are 120.For example, the radians of a square root are 120.For example, the radians of a square root are 120.For example, the radians of a square root are 120.For example, the radians of a square root are 120.For example, the radians of a square root are 120.For example, the radians of a square root are 120.For example, the radians of a square root are 120.For example, the radians of a square root are 120.For example, the radians of a square root are 120.For example, the radians of a square root are 120.For example, the radians of a square root are 120.For example, the radians of a square root are 120.For example, the radians

Köp soralýan soraglar

Men radianlardan başga dereceleri nädip ulanyp bilerin?

DEG/RAD aýlawyny ullan. DEG modunda sin(90) 1 beryar; RAD modunda sin(π/2) 1 beryar. Bu mod ähli trigonometrik fonksiýalar üçin ulanylyar.

Operatlar tertibini dowam etdirýärmi?

Eý. Ol bütün sözlemni parslap we standart öňe gidişlik - parantezler, soňra eksponentler, soňra çoğaltma we bölme, soňra goşma we çykarma -y ulanýar.

Näme funksiýalar goldanylýar?

Bu ylmy hasapçy sin, cos, tan we olaryñ tersini, sinh/cosh/tanh, log (base 10), ln, log2, sqrt, cbrt, exp, abs, factorial, we konstantlary π, e we τ goldaýar.

Men nädip bir eksponent ýa-da bir köki hasap etmeli?

^-i güýjler üçin ullan, şundan 2^10 1024, we sqrt () ýa cbrt () dörtburç we küp kökler üçin. Kesir güýji hem işleýär - 27^(1/3) 3 berýär - çünki bütin beýan dogry öňe gitmek bilen parslanypdyr.

Log we ln arasy nädip tapawutlanýar?

log 10 esasly logaritm, şuňa görä log(1000) 3'e deň, ln e esasly natiral logaritm, şuňa görä ln(e) 1'e deň. 2 esasly logaritm üçin log2 hem bar.

Men bir faktory nädip hasap etmeli?

Bir tam sanny gir we ondan soñra faktorik fonksyny gir, mysal üçin 5! bu 120 (5 × 4 × 3 × 2 × 1) berer. Faktorikler gaty tiz ösýär, şonuň üçin uly girmeler gaty uly netijeler berer.

Men bir beýanda π we e ulanyp bilermi?

Eý. π (pi) we e'i bir beýana içinde dogrydan ýaz, 2*π*5 bir daire ýa e^2 üçin, we olar beýanyň baha berilmeden öň öz doly dogrulyklary bilen çalşyrylýar.

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