In this post, you will learn how to use React-ApexCharts component to create various charts in your react.js application with ease. Each division represents 4.17% of the circle graph.Using ApexCharts to create charts in React.js React-ApexCharts is a wrapper component for ApexCharts ready to be integrated into your react.js application to create stunning React Charts. Each division represents 5% of the circle graph.Ī pie chart with 24 divisions. Each division represents 6.25% of the circle graph.Ī pie chart with 20 divisions. Each division represents 8.3% of the circle graph.Ī pie chart with 16 divisions. Each division represents 10% of the circle graph.Ī pie chart with 12 divisions. Each division represents 12.5% of the circle graph.Ī pie chart with 10 divisions. Each division represents 16.7% of the circle graph.Ī pie chart with 8 divisions. Each division represents 20% of the circle graph.Ī pie chart with 6 divisions.
Each division represents 25% of the circle graph.Ī pie chart with 5 divisions.
Each division represents 33.3% of the circle graph.Ī pie chart with 4 divisions. Write many equations in which a÷b=c, like 6÷2=3.Ī pie chart with 3 divisions. Write many equations in which axb=c, like 3x2=6. Write many equations in which a-b=c, like 3-1=2. Write many equations in which a+b=c, like 3+1=4. Or go to the answers.įind 2 ways to make 2 using arithmetic (like 1+1 or 4-2).įind 3 ways to make 3 using arithmetic (like 1+2 or 1+1+1).įind 4 ways to make 4 using arithmetic (like 1+3 or 1+1+1+1).įind 5 ways to make 5 using arithmetic (like 2+3 or 1+1+1+2 or 7-2).įind 6 ways to make 6 using arithmetic (like 3+3 or 7-1).įind 7 ways to make 7 using arithmetic (like 3+4 or 8-1).įind 8 ways to make 8 using arithmetic (like 4+4 or 9-1).įind 9 ways to make 9 using arithmetic (like 5+4 or 10-1).įind 10 ways to make 10 using arithmetic (like 6+4 or 11-1). On this printout, the student classifies robots by placing them in Venn diagrams. On this printout, the student classifies groundhogs by their shadow direction, the direction they're facing, and whether or not they're in a burrow, by placing them in Venn diagrams. On this printout, the student classifies balloons by placing them in Venn diagrams. On this printout, the student classifies geometric figures by shape, size, and shading by placing them in Venn diagrams. Or go to an example of how to use this diagram. Where do the numbers 2, 3, 4, 5, 6, 7, 8, 9, 10 belong on this Venn diagram? For the answers, click here.įactor two numbers into primes, then use a Venn diagram to compute their Least Common Multiple (LCM) and Greatest Common Divisor (GCD). Primes, Even Numbers and Multiples of 3: Venn Diagram Printout Venn Diagrams (The English mathematician John Venn invented the Venn diagram in 1880.):Ī Venn diagram with two oval-shaped sets. Many types of graphic organizers are useful for doing math, including Venn Diagrams (two or three overlapping circles used to compare and contrast sets, and to find lcm and gcf), circle graphs (also called pie charts), trees (to find factors and assess probabilities), charts, and tables. Today's featured page: Sun, Earth, and Moon Model is a user-supported site.Īs a bonus, site members have access to a banner-ad-free version of the site, with print-friendly pages.