计算机数值

.449010.841160.454260.842880.450250.84158\rXk0.20.5448936936\rk91011121314151617\r0.453280.450970.841820.452720.842400.451380.841960.45240\rXk50.842582741962\rk181920212223242526\r0.842290.451630.842040.452210.842230.451770.842090.452100.84220\rXk716671292\r令a=3.7时\rk012345678\r0.893680.843460.488520.924510.258210.70870\rXk0.20.59230.3515526394\rk91011121314151617\r0.763830.667440.821260.543120.918110.278150.742900.706690.76692\rXk732593173\rk181920212223242526\r0.661380.828630.525390.922610.264170.719220.698930.77856\rXk3564240.7471879\r其图像分别如下:\ra=07\r018\r016\r014\r0.12\rX01\r0.08\r006\r0.04\r002\r51015202530\rk\ra=0.7时迭代函数M2图像\r第页,共页\ra=2.9时迭代函数0(x)图像\ra=3.4时迭代函数Mx)图像\ra=3.7时迭代函数Wx)图像\r第页,共页\r延安大学计算机学院实验报告附页\r姓名班级实验名称\r4)迭代函数例切="(1一”有什么特点?\r由(3)的结论得出不同a的取值影响着迭代函数的收敛性。且a越大,Mx)越发散\r第页,共页