[R] two plots on the same axis
ogbos okike
ogbos.okike at gmail.com
Wed Oct 7 10:12:24 CEST 2009
Good morning. I wish to plot two data on the same axis. I tried plot(x,y,
type = "l") for the first and tried to use lines or points(x,y, lty = 2, col
= 4) to add or plot the second data on alongside the first. However, what I
got was not encouraging.
I have attached the two data and would be pleased if anybody could be of
help.
Thank you
Best regards
Ogbos
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05 1 1 3974.8
05 1 2 3967.2
05 1 3 3817.7
05 1 4 3789.4
05 1 5 3803.6
05 1 6 3831.4
05 1 7 3878.6
05 1 8 3861.5
05 1 9 3850.4
05 1 10 3855.0
05 1 11 3900.9
05 1 12 3952.2
05 1 13 3954.7
05 1 14 3942.9
05 1 15 3955.0
05 1 16 3934.1
05 1 17 3859.2
05 1 18 3530.9
05 1 19 3299.9
05 1 20 3398.1
05 1 21 3305.5
05 1 22 3457.7
05 1 23 3753.8
05 1 24 3846.8
05 1 25 3896.9
05 1 26 3914.3
05 1 27 3917.9
05 1 28 3910.1
05 1 29 3938.0
05 1 30 3975.7
05 1 31 3945.0
05 2 1 3952.3
05 2 2 3948.1
05 2 3 3946.7
05 2 4 3957.1
05 2 5 3968.9
05 2 6 3990.2
05 2 7 3980.0
05 2 8 3965.8
05 2 9 3952.8
05 2 10 3942.0
05 2 11 3938.9
05 2 12 3967.6
05 2 13 3986.9
05 2 14 3992.8
05 2 15 3982.8
05 2 16 3986.3
05 2 17 3972.5
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05 2 20 3928.5
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05 2 23 3950.2
05 2 24 3956.3
05 2 25 3970.4
05 2 26 3981.4
05 2 27 3994.2
05 2 28 3988.9
05 3 1 3997.1
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05 3 4 4017.0
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05 3 7 3996.8
05 3 8 3999.1
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05 3 10 4002.2
05 3 11 3997.9
05 3 12 3981.5
05 3 13 3996.8
05 3 14 4026.5
05 3 15 4025.5
05 3 16 4021.8
05 3 17 4016.5
05 3 18 4011.7
05 3 19 3975.9
05 3 20 3981.0
05 3 21 3961.2
05 3 22 3965.2
05 3 23 3981.5
05 3 24 3996.4
05 3 25 3981.9
05 3 26 3979.0
05 3 27 3976.5
05 3 28 3973.7
05 3 29 3959.5
05 3 30 3974.0
05 3 31 3980.2
05 4 1 3972.3
05 4 2 3982.2
05 4 3 4008.9
05 4 4 4007.0
05 4 5 4009.1
05 4 6 3990.5
05 4 7 4002.5
05 4 8 4027.3
05 4 9 4047.8
05 4 10 4039.4
05 4 11 4025.0
05 4 12 4025.3
05 4 13 4006.2
05 4 14 4013.0
05 4 15 4018.7
05 4 16 4031.2
05 4 17 4037.3
05 4 18 4053.2
05 4 19 4065.3
05 4 20 4065.5
05 4 21 4042.3
05 4 22 4004.8
05 4 23 3974.9
05 4 24 3995.5
05 4 25 4007.9
05 4 26 4005.5
05 4 27 4019.7
05 4 28 4030.3
05 4 29 4045.4
05 4 30 4031.4
05 5 1 3995.6
05 5 2 3978.2
05 5 3 3993.3
05 5 4 4018.4
05 5 5 4027.6
05 5 6 4006.0
05 5 7 3985.5
05 5 8 3993.1
05 5 9 3817.5
05 5 10 3849.4
05 5 11 3880.4
05 5 12 3896.8
05 5 13 3911.0
05 5 14 3922.4
05 5 15 3703.7
05 5 16 3703.8
05 5 17 3783.5
05 5 18 3809.5
05 5 19 3805.4
05 5 20 3837.9
05 5 21 3876.8
05 5 22 3898.2
05 5 23 3925.6
05 5 24 3954.2
05 5 25 3980.9
05 5 26 4007.8
05 5 27 4033.5
05 5 28 4035.3
05 5 29 3957.9
05 5 30 3948.2
05 5 31 3958.8
05 6 1 3973.1
05 6 2 3984.0
05 6 3 4010.9
05 6 4 4027.2
05 6 5 4040.0
05 6 6 4049.8
05 6 7 4027.3
05 6 8 4023.0
05 6 9 4033.8
05 6 10 4051.4
05 6 11 4063.6
05 6 12 4023.0
05 6 13 3998.4
05 6 14 3996.8
05 6 15 3962.9
05 6 16 3922.2
05 6 17 3919.3
05 6 18 3953.7
05 6 19 3994.4
05 6 20 4004.1
05 6 21 3999.8
05 6 22 3981.9
05 6 23 4058.7
05 6 24 4030.6
05 6 25 3999.0
05 6 26 4012.5
05 6 27 4034.3
05 6 28 4044.1
05 6 29 4042.9
05 6 30 4050.3
05 7 1 4049.5
05 7 2 4042.0
05 7 3 4055.2
05 7 4 4059.7
05 7 5 4075.2
05 7 6 4087.6
05 7 7 4083.7
05 7 8 4071.0
05 7 9 4098.5
05 7 10 4024.6
05 7 11 3967.0
05 7 12 3957.2
05 7 13 3896.8
05 7 14 3913.0
05 7 15 3928.0
05 7 16 3888.0
05 7 17 3684.0
05 7 18 3713.6
05 7 19 3820.1
05 7 20 3915.7
05 7 21 4011.0
05 7 22 4004.8
05 7 23 4003.7
05 7 24 3993.1
05 8 2 3927.9
05 8 3 3916.7
05 8 4 3950.6
05 8 5 3936.2
05 8 6 3900.1
05 8 7 3814.6
05 8 8 3861.2
05 8 9 3913.0
05 8 10 3925.0
05 8 11 3907.4
05 8 12 3943.5
05 8 13 3934.6
05 8 14 3938.9
05 8 15 3952.2
05 8 16 3956.1
05 8 17 3976.6
05 8 18 3998.5
05 8 19 4009.5
05 8 20 4007.0
05 8 21 3994.8
05 8 22 4009.2
05 8 23 4042.2
05 8 24 3942.1
05 8 25 3842.2
05 8 26 3907.3
05 8 27 3954.9
05 8 28 3967.2
05 8 29 4014.9
05 8 30 4013.2
05 8 31 3999.4
05 9 1 4007.0
05 9 2 3988.5
05 9 3 3947.2
05 9 4 3946.2
05 9 5 3945.7
05 9 6 3956.0
05 9 7 3980.1
05 9 8 4003.5
05 9 9 3975.5
05 9 10 3903.8
05 9 11 3544.0
05 9 12 3509.6
05 9 13 3463.4
05 9 14 3533.4
05 9 15 3523.9
05 9 16 3567.0
05 9 17 3657.8
05 9 18 3763.7
05 9 19 3805.4
05 9 20 3848.3
05 9 21 3874.8
05 9 22 3901.1
05 9 23 3911.2
05 9 24 3946.8
05 9 25 3927.6
05 9 26 3938.6
05 9 27 3960.8
05 9 28 3961.2
05 9 29 3981.9
05 9 30 3991.5
05 10 1 3987.1
05 10 2 4003.5
05 10 3 4026.8
05 10 4 4044.3
05 10 5 4050.2
05 10 6 4062.4
05 10 7 4069.4
05 10 8 4049.9
05 10 9 4029.4
05 10 10 3973.2
05 10 11 3984.2
05 10 12 3990.9
05 10 13 3993.2
05 10 14 4004.2
05 10 15 4020.2
05 10 16 4053.8
05 10 17 4061.6
05 10 18 4063.5
05 10 19 4075.0
05 10 20 4073.6
05 10 21 4066.7
05 10 22 4058.8
05 10 23 4059.4
05 10 24 4059.1
05 10 25 4061.5
05 10 26 4066.6
05 10 27 4065.2
05 10 28 4071.9
05 10 29 4084.9
05 10 30 4086.2
05 10 31 4063.0
05 11 1 4081.6
05 11 2 4085.7
05 11 3 4101.1
05 11 4 4098.3
05 11 5 4089.9
05 11 6 4074.5
05 11 7 4073.0
05 11 8 4067.5
05 11 9 4073.6
05 11 10 4081.2
05 11 11 4094.6
05 11 12 4092.3
05 11 13 4102.6
05 11 14 4102.3
05 11 15 4086.8
05 11 16 4095.4
05 11 17 4094.2
05 11 18 4098.9
05 11 19 4091.0
05 11 20 4075.0
05 11 21 4075.8
05 11 22 4078.8
05 11 23 4093.3
05 11 24 4095.2
05 11 25 4097.4
05 11 26 4115.8
05 11 27 4137.3
05 11 28 4129.0
05 11 29 4128.5
05 11 30 4110.6
05 12 1 4109.4
05 12 2 4102.0
05 12 3 4104.6
05 12 4 4104.4
05 12 5 4102.0
05 12 6 4111.8
05 12 7 4110.0
05 12 8 4100.3
05 12 9 4102.5
05 12 10 4113.3
05 12 11 4101.0
05 12 12 4091.2
05 12 13 4104.2
05 12 14 4101.9
05 12 15 4096.9
05 12 16 4114.7
05 12 17 4114.5
05 12 18 4081.5
05 12 19 4079.5
05 12 20 4064.9
05 12 21 4059.2
05 12 22 4062.0
05 12 23 4083.1
05 12 24 4079.7
05 12 25 4094.6
05 12 26 4117.1
05 12 27 4134.7
05 12 28 4109.2
05 12 29 4099.1
05 12 30 4098.9
05 12 31 4036.9
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06 8 28 4256.0
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06 9 1 4201.6
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06 11 20 4259.6
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06 11 25 4268.9
06 11 26 4282.2
06 11 27 4294.9
06 11 28 4312.2
06 11 29 4263.7
06 11 30 4289.6
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