SIP performance of Sundaram Short Term Debt Fund – Direct Plan
Sundaram Short Term Debt Fund is an open-ended short-duration mutual fund. It is one of the funds which has delivered higher returns within the category. If you had invested Rs 2,000 every month i.e., Rs 24,000 per annum from October 1, 2018, till the present date i.e., October 29, 2021, then the worth of your investment would have been Rs 86,657 as against the invested amount of Rs 74,000.
Following graph depicts the growth of the above investment:
![](data:image/png;base64,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)
Now the question arises, what rate of return does the above investment deliver? Let’s look at the same:
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAP4AAAA1CAYAAABhuVYmAAAMxElEQVR4Ae1cy44UuRKtP5kZab6itnNn/qK3vRzdmbusn6hd/UctesGCDWIDLYGAHRJCCCEkhFiAeIOvTthhh8NOp7NenZnlkpL0IxzvE3ZWNbkwmc+TJ08yo+cz1Oxv8Z97ti9yBrbEb4mfy4tzGTuH/G/Az2TzOQQ+Y7YfavbPv/A34Pt0D42W+PNP/BDttHUO8W/AT+NuziHwGbP9ULN//oUvAf5v//vLtMv6wCPhzBoN+GcAfARZXg30ofBJv7R2nCfNH9P2R+eOP7dNbrFITJ2bic2e5oFqDyRo4B2/msNECBvwJxKopuZJPNCAfxI3NyHNA+PyQAP+uOLRtGkeOIkHGvBP4uYmpHlgXB6YPPCfrpdmuX7a69XwjP/UrJdLU7Gkl2cjGIsHrszloiumLd65KO0JfDh1YQCqcF2aq4ykq0tLcxlNImByrWyDT47/QgA9DTgKQU6XxeJ3q+tybdaXS7NeX5qFShZeqwsJjzPf2IaMsWqouP7p2iyFDyLeu84p+abER9NewS8hDmVfxGCL7eS5TAzZSCUryM3nEFRlGTm94jEn9wbirV06xv5BgC8dTgDnwHqLLUAvL5dmkcw5IkpOThZeaIPXtcQgcZZrE/b7K3Mp+lIXJBV9GAQRU1uAlusrKg7SHgKN4GkTrzsxWXN/h7zO9SzXWUBAYB/sOuclu0aJT46W5RPKzFIUR7Jd2CJXd8/1xFAyMcbImMVTbEcmRiBMcsGtPnW8Y6VH2zs48LMB4KBQEDpAQ3Mi6chl5aTpThLrb5mMNTu+cSeMCPg6dFk9NVGhL9cT0KU/hL27zmnRJT6aNokPwMYxkW29sDQnbNLLdF/6Rs/5vuWXxkjrYOmwMXSd8E4Sb6/3uBr9wKfECUc/fxyjyq+D4Jwd7aa2ittAaXrhjGzQLb1i5xYVeBEFEiE8Fvgdn8DNySzkU7OPp9tZFhKsmkdPXwBRFia7KsjfdU5LL/HRtOhTMSX7gi5E5+KzlI92HJjSXPK41uX70m4vNVV6+Sk7zir54ZuOd1BkVK1+4BfVtc72xUAAzS9TgE4T0VEqOjua8l940FlgJ4GWhUpMBuB7zTKNrqRi0r55puu6x+tzvgDwUCR3ndOSS3w0Lfct+BfxYxT5VYCW4rUw5OLSHDN1d9LHx1BOdsRTklA79qGcZt/JsXK7m5dd1zdf5j7m2YMA3x+7xG7GRieJlwV4+jwpHS/wy2yxN9GOnp9zq+mLPrs7HwL4BIiOZ1xItEnNp6P0VKDXJ74Rjxq7zgkHUbPER9Nqn1p7HNiT2ApQlOYSIfm4pXomC92AkKtIDg18HS8lbtLdfuBTUDmZxb1w1PeFIDnmhfWBhuOJb7fFjkLDNsh5cOcTKIqGKDL7An/fJMiu7wBM2EVl8RC+KK2LHJB7NBF8FG0KPgEy4Uu7rHJOybC/MOg4V8TS8xFy/ZhtHBL42XgpeVPu9gO/aF0mCDIpqa2DzDujTOpddvyMbCSnqBJ2x9p3x7dy4l8PglMoQYTMMMOt0nqV8NJ3+kRTPaeflUsyFG0kg2PijvPiNEKWRbFVsRBzV/jpNPzsYr9DUKcmGSf2Gu553ypZfoEdL4bC03Ijx8uOdcWbV079fnjgi4TNBw4uU8mIoWRHocHM3wmEL+xS/i5o/nfokHTlHd/qAxp50amEkjgeJxqXYakOKiV61se/sQd9iQv5hGXXzyU6FfhoWuoLP0Qns4gPFwRnb9ectl+BnnMhkuNYxroVYkT0mFc+cnzSW4GX1pd9MayipCJHNrIn8G/YGgQpSaS8TmXg59f0jlKyq5NL76IjEwzRaQjtkdVO2A/VjQA7slgkRo1nYNrAp5NDXZU/BvBxRM3tVDcZ3iE6DaE9tU1DdYtPB6fWdnryJg58+31BDfiOAfzphXuuGg855s/VB8Psmjzwa81twK/1VKM7Bw8s9LvT+A08Vfd//zS/zeT68eNH1pZHjx6ZdjUfjDkHHj9+bHBpLJf6nTt+Efj//ml+/Udc//2P+XXi15cvX7I2YPzcrgcPHpydzTLGU7H/69evBte3b98MNq6fP3/SVXNiSYCPRagUuQ8Yf//+nYR9/vzZfPz40Xz48MG8f/9+Ftcvf/9h9DUX24bYce/evVnEc4jNknYq9gN7wCCwiAIAbAKjNZ9BwEdVgQAIe/funbl9+3a7mg9aDtxwDrx9+5Y2YGATGK357AR8VBoIA/CfPXtWI6fRNA80DxzYA8AeMPjmzRs6oeFx5WjAB3MciyAMQtuneaB54OY8MDLgX5vNxYW5ENfmOnXO9ebCXKgJGhPrmMdquy3yfLVdJbxSiW2k7AGO28psXznK642N42preCjhwTQXG5MJsyDP8BezB22OUaeSgUpf4GDlg9C9cITA18mjkuLV1qxWG7NZCbrIPiSJnNN9QUy8CokpSKfTLNh7NCMgU8YJ/QujanOHdL02R6Zp0Jcxzq3ZZ0zLy/GqocmtO8aY1OWV2XZiI8geN/BNGmDs0KhofA+mcEuv0X2mMwUegWZ6rW57j2cLZGrg1wJTr81pqWmObaOWV6NTjuZUY0pfnAJ6qu64gQ8DoqOiqGadu7VOCt3nYAheGOIj02plVvzIwLLd3GqzSeewFrrwGtx5nR6PwMF68N3peR14hSNbOoe40mOKk2tpQScelYrBT3laHvCL2q2TOLDOfAcvBn6sw2p73cNPrmV++i5pYv4Xm22BP2hXZpv1qY4b6w/ZUp7WhfsZGhFv+4jJxc/p4Z95VF+su/B+tHHgR1YbytxYRl/w4xxkddV9hMAvJG5kkAKuN0w5lYIoeHrHqsB54NujP4OKHN4xF4GNQcZBRJ/bVcdS6KOLhkwcMceFiJ/lqM+Jq+33jlGNgjzwY3uoJqpCoDilQFE6FPmBlnVPGLsBTVPLH3TCbxQP6VNu28IfF9pddAp+svnD/JW+0UlWzV1v7DO68hk5IjdmJ5QPwbOs/wiB75xFQYqV18d7cq5IUJslypGRk10e5ZwFpyJJHD8GPiWDm/OJwYAGLa+TOy3zYbqe6pvXG6w5kfpskvOyLe3V7ZQulse+vzabXv3Bi+khR/OW85qfnNM6cl/T1PLXdMKnHBsZN59LWh7rIe+KBvwiP0nZsg0eot+lhxv3OYdluTFSSeliujbFoP94gU922ud5qy6Mkzs3t2XCgVI41TuFK28wPNmlGMADgR8VCMkebQ5qlBCaiPtab3uss+rouVJfzzF/fdd0Up59jEDS6WKrudg+eMk4aN4lfnptToKmqeWv6YSNFBups5Sr5ck5bisa8IviLGXLNtaLflEP6zdsSL4mOVzEY0oX4t9lm9V/1MCPHARgRo6FASKQHA/pVBoTTvY0vFYUhArgs3wGOwWDwS0T/3prf9biuUTvSBHXgZ7ip5goIbQNpb6ey8nCWEmeK1r060k5gSx38JJ0GR1gT5afXpvTV9OU+IuYFm0ED+HvSKyWF026jqax/BigNkdYF5WnlGs8V9LDisoV33hM6UK+Lv9aNXLgu4q32pptx++T5GD2NvkJTmCnYsA6lr8kwZ2PT5HzaoAvTxxSJgPczzv5PC6Bny1grOfKbDYr/3cMQUTOJm1j6Pu/aQCDneRBH5us/OhjXZsrvqx7D/Bz/CzTUDSKukr+9shOMQ1OokejSF+3CeR96oqbj1l4zLM54+QN0Ek+9sVf7iEN3aMk5G02cY5ynrAuHDfuc1GVPHhM+5DCEX9HQyTqn5EBX2l37G5FZSQVnMO5YOyjVniO1lw0uPX8bv1DyivzioFZry3stmv35Z+u39WnB9CJwLyrT+q9ZymDvrZgh02gi9N5A5+KfsVf7h0M+DJAOiS7JqnmI/uHlNfHC9+59Cec1C7sggDInvyzRXwHn/pddT+dUIT40TCy+dCdSF93EhKnoC5xZw/8LsdE4wcDfsRVdXZIUsVhWPfU8oZpV0/tHkmyReeUNrIeXV8611t0CsoG/FN4ucloHhiZB24M+O2/5Y4sE5o6Z+OBvf5bbum9XHoO7x17+PChuX//vrl79y79t1xUnHY1H7QcuLkcABaBSWATGNW4zfWrX8SBV/rg3V54zQ/+Pz5exPH69Wvz8uVL8+LFC/P8+fPZXLdu3ZqNLbvEpdk//vgDc8AeMAgsApPAJjBa8/qtQcDnV299+vSJBOH1WxCKl3LM6bpz586s7Bkam2b/NOIP7AGDAD0wya/eOijw8eAEhnN+2SYciGsqL1tkfQ99b/ZP42WjJ3vZJoCPCzs/jhSoMLjkq4nn0J7K65WP5etm/zReL874O/rrtfnrUlkAUATmduELkrnZNMSeZv+04s94ZHzW3Kuf8WuYzYUG34Ke86fZP//4/x9DkFF/mJ8iLQAAAABJRU5ErkJggg==)
![](data:image/png;base64,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)
As we can see, if you had invested Rs 2,000 every month for three years, you would have received a 11.74% return.
Below are the top 5 holdings of the Sundaram Short Term Debt Fund:
Company
|
%Assets
|
5.63% GOI 2026
|
6.57
|
4.60% National Bank Agr. Rur. Devp 29/07/2024
|
5.28
|
6.44% HDFC Bank 27/09/2028
|
5.26
|
5.22% GOI 15/06/2025
|
5.25
|
8.45% Sikka Ports and Terminals 2023
|
4.17
|