Pertanyaan
the function of scientific:
Jawaban
Penjelasan
Step1:
Understanding Scientific Notation Scientific notation is a way of expressing numbers that are too large or too small to be conveniently written in decimal form. It is commonly used in mathematics and science because it can simplify certain arithmetic operations.
Step2:
Identifying the Components of Scientific Notation A number in scientific notation is written as the product of a number (between 1 and 10) and a power of 10. For example, the number 300 can be written in scientific notation as $3 \times 10^2$.
Step3:
Applying Scientific NotationScientific notation makes it easier to handle very large or very small numbers. For example, the distance from Earth to the Sun, approximately 149,600,000 kilometers, can be written as $1.496 \times 10^8$ kilometers in scientific notation.
Pertanyaan Panas
lebih
in ¿ omega 3 r (i)
permasalahan berikut dengan kelompokmu! 1. Pada lebaran Idul Fitri Bu Minu membeli 12(1)/(2) kg gula pasir. Pak Ali membantu membawakan gula pasir yan
Soal No.3 (UTBK 2019) Jika (x,y) dengan 0lt x,ylt pi merupaka penyelesaian dari sistem persamaan ) cos2x+cos2y=(2)/(5) siny=2sinx, maka 3sinx-2siny
9 8 7 x 6 5 4 c co 3 2 1 6 7 8 9 10 Nilai
An investigator making a rough sketch of a crime scene. Being outdoors makes his task more challenging. He uses fixed objects, such as a shed, a fence
1. Top of the triangle
Contrarias (A,E)
yg memiliki lebih dari operasi hitung Udin menemukan soal sebagai berikut 8+4×6-4= kasih tau dong
FORMULA SCHEME of 10% RCS:
Pada sumbu koordinat ,garis h1 melalui titik A(-4,-3) dan B(4,-3) ,garis h2 melalui titik P(-3,-5) dan Q(5,-5) hubungan garis h1 dan garis h2 adalah h
2. Jika suatu kubus memiliki volume 1.728cm^3 maka luas permukaan kubus tersebut adalah __
Jika ƒ(x) = 2x – 5 dan g(x) = 6 – x – x2 , maka ƒ(x) – g(x) = ....
5. Tentukan hasil operasi berikut! d. (-2^-5times 2)/((-2)^4)times (-2)^(2) a. 3^-2times 2^5-2^-3times 3^2 b. 2^0times 3^4-2^-5 C (2times 2^5)/(2^7)+3
gradient dari 3x=2y-1 __
8 . Diketahui koordinat titik M(4,-3) dan N(1,2) Jika vektor posisi titik P adalah overrightarrow (p)=overrightarrow (MN) , koordinat titik P adalah .