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Week 17 - Math 10This week in math 10 we learned of Sequences. _ What is a Sequence? A sequence is a list of consecutive numbers that are related in a certain way. For example, starting at 5 and going up by 2 each time is 5, 7, 9, 11 .... That sequence is called (More) | |

Week 16 - SequencesWhat are sequences? It is usually a list of numbers but can also be a list of other things. Each of the objects or numbers in the list are called terms, elements, member meaning all the same thing. If the sequence is to go on forever then it is ca (More) | |

Week 1-My arithmetic sequences (continued)My sequence: 3, 7, 11, 15, 1 $latex t_{50}=3+4(50-1)=199&s=3$ $latex t_{n}=3+4(n-1)&s=3$ $latex s_{50}=\frac{50(3+199)}{2}&s=3$ $latex s_{50}=5050&s=3$ (More) | |

Week 3 blog postArrange in order from greatest to least. $latex 2\sqrt{10}$ , 8, $latex 3\sqrt{7}$, $latex 4\sqrt{3}$, $latex 5\sqrt{2}$, $latex 2\sqrt{13}$ These are (More) | |

Week 2 - Geometric SequencesThis week, I've learned about geometric questions involving percentages. Although other questions in this week's assignments were not the hardest, I managed to plow through all of them (somehow), except this one question: P.41, Q.14: "Between the Ca (More) | |

My Arthmetic SequenceDetermine $latex t_ {15}$ 7, 12, 17, 22, 27. . . . . . . . . . . . . . . . . . . . . $latex t_1$=7 Common difference=5 $latex t_ {15}$= 7+(15-1)5 $latex t_ {15}$= 7+70 $latex t_ {15}$= 77 Determine sum of t (More) | |

Week 1-My Arithmetic SequenceS=$latex t_1+t_2+t_3+t_4$+......... $latex t_1$=14 Common Difference: +2 What's the term $latex t-50$ ? SOLUTION: $latex t_1$=14 $latex t_2$=14+2=16 * * * $latex t_50$=$latex t_1$+(n-1)d=14+(50-1)2=112 What's the 50 s (More) | |

Week 1 - My Arithmetic Sequencethe first five numbers in the sequence are 6, 13, 20, 27, 34 finding the 50th term $latex t_n=t_1+(n-1)d$ $latex t_{50} = 6 + (49)7$ $latex t_{50}= 6 + 343$ $latex t_{50} = 349$ The (More) | |

Week 1 – My Arthmetic SequenceMy sequence is 12, 18, 24, 30, 36 Determining term 50 $latex t_{50} = t_{1} + (n-1)$ $latex t_{50} = 12 + (49)(6)$ $latex t_{50}=306$ Determining the Sum $latex S_{50} = \f (More) | |

Blog post - Sep 10thArithmetic sequence: 6, 12, 18, 24, 30 1. find $latex t_{50}$ $latex t_n = t_1 + d(n-1)$ $latex t_{50} = 6 + 6(50-1)$ $latex t_{50} = 6 + 300 - 6$ $latex t_{50} = 300$ 2. find $latex S_{50} (More) |

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