data:image/png;base64,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:image/png;base64,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0525509509Graphs function, checking if it is in bounds.20Code that makes the sprite turn along the line it's drawing.Edit the f(x) block to change the graphed function.Look at "Sprite x position" and "Sprite y position" to get your y value at a certain x value.returns a frequency analysis of the argument list, represented as a two-column table, where the first column contains the unique values and the second column their occurrencespt:$flash as frequências dos itens de _
pt:o agrupamento dos itens de _ de acordo com _
pt:uma ordenação de _ com critério _
pt:o histograma de _ entre _ e _ com intervalo _
1pt:o histograma de _ agrupado de acordo com _ entre _ e _ com passo _
add missing entries to a sorted list. Used for histogramspt:os itens de _ com a chave _ entre _ e _ com passo _ completados por _
11pt:a aplicação a _ de _
1pt:_ em minúsculas
pt:desenha gráfico de barras de _ em (x: _ , y: _ ) com largura _ e altura _
barsbars
lines
pie chart-200-10040020022100startsettingratio1step2lines0Helpful Tips:
x^2 = x times x
x^3 = x times x times x
2x = 2 times x
2x^2 = 2 times x times x
It may be hard to see the graph, so add a multiplier to increase the visible scale. Most notable with trig functions.Change this operator in order graph the function.42.8571428568928346.6790213248600812100,65,100,0,0,00100046.9846310392954146.67902132486008