Perkalian
a. Judul : Perkalian
b. Tujuan Pembelajaran :
1. Siswa dapat menjelaskan perkalian dengan hasil kali sampai dengan 100 dalam kehidupan sehari-hari.
2. Siswa dapat menyelesaikan masalah perkalian yang melibatkan bilangan cacah dengan hasil kali sampai dengan 100 dalam kehidupan sehari-hari.
Perkalian adalah penjumlahan berulang.
Contoh :
3 x 4 = 4 + 4 + 4 = 12
Perhatikan contoh-contoh gambar berikut ini :
![Image result for gambar penjumlahan berulang](data:image/jpeg;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wCEAAkGBxMSEhMSEhMWFhUVGRoXFxcYGB4dHRoWGB8ZGBoZGxoZICkgHR4lGxodITEhJSkrLi8uGB8zODMsNyktLisBCgoKDg0OGxAQGi8lHyYtLS0wLS0tLS01LS01LS01LTItLS0tLS0tLS0vLS0vLS0tLS0tLS8vLS0tLS0tLS0tLf/AABEIAI4BZAMBIgACEQEDEQH/xAAbAAADAQEBAQEAAAAAAAAAAAAAAwUEAgYBB//EAEMQAAIBAwIEAgYJAgQFBAMBAAECEQADEgQhBRMiMUFRBjJhcZHRFSMzU3KBkqGxFEIWUoLBYpOissJDg+HiNDVzJP/EABkBAQEBAQEBAAAAAAAAAAAAAAABAwIEBf/EAC4RAAICAQIFAgUEAwEAAAAAAAABAhEDEjEEIUFRoXHwExRhkdEiMrHhUoHxwf/aAAwDAQACEQMRAD8A/X9JprQtW/q0nBf7R5D2Uu81lYyW0s9gQtM03qW/wL/ArO+jIum8jAEoEIYSIBJBEEEd62hGPU8+Scl+0fbt2mAZUtkHsQqkH3EV1yE+7T9A+VYbvDSxViysQpUhk6ZYzkFB2Ph47Vn+gRi4L5FrS21ZhJUrPV39v7d60WPH38GTy5f8fP0Ki27ZJAS2SO4xWRPn5V8uLaWMktjIwJVdz5DzNTm4LvcIcDPlk9O5NuJB33Vo3FfW4PLAlhHMW5gF6YVSsAT4zJPs7Vfh4+/gnxc3+Pn1/r7lI2E+7t/pHypdk2XnBbTQYOIUwfIxXGg0fK5gmQzlgAICgx0gfl+9fdHpOW10z9o2UREdIWP2rjTDmdqeTly9R3IT7tP0D5UchPu0/QPlTKK4pGmpi+Qn3afoHyo5Cfdp+gfKmUUpDUxfIT7tP0D5UchPu0/QPlTKKUhqYvkJ92n6B8qOQn3afoHyplFKQ1MXyE+7T9A+VHIT7tP0D5UyilIamL5Cfdp+gfKjkJ92n6B8qZRSkNTF8hPu0/QPlRyE+7T9A+VMopSGpi+Qn3afoHyo5Cfdp+gfKmUUpDUxfIT7tP0D5UchPu0/QPlTKKUhqYvkJ92n6B8qOQn3afoHyplFKQ1MXyE+7T9A+VHIT7tP0D5UyilIamL5Cfdp+gfKjkJ92n6B8qZRSkNTF8hPu0/QPlRyE+7T9A+VMopSGpi+Qn3afoHyo5Cfdp+gfKmUUpDUxfIT7tP0D5UchPu0/QPlTKKUhqYvkJ92n6B8qOQn3afoHyplFKQ1MXyE+7T9A+VHIT7tP0D5UyilIamcCzb+7t/pFOt6W0f/AE0/SPlXFN0/epKKo6jJ2eb9JdJbF1Ytp6g/tHm3sop/pN9qv4B/LUVmalTTepb/AAL/AAKlcRsXm1VvEMbXJuZfWvbXmZW8Z5e5OOUfnVXTepb/AAL/AAKZWq2MHuzzDDXWsrYbmAJlbuFScrjM5wfpZsVXBZJUnc5T27ddY5tEs6//AOohgoWBYC3IY+LAnHvPhtXpKKULPNXNVrQrLi2Sm9i+A6wpi1ICsJI3Oyg+Y7VkvvrjntdlnUgAABEOnOWJWDtf2hifD316fiGut2E5l0wsgTBO7GBsoJ71OtelWkbKL3qiWlWGI8222HvqV0sqfWjJo9VrFtBbttuZNsEqAyrbxktkVLM0iGlSQTsI6q60d7WuYeUAS9uEWWZbkWfWEDK3uRAn2V6IGs/Er7W7Vx0XNlUsF33jcjaTMTtVZCXd194LpOb9VzEJvFQCy3QqnEK09M5SQDEDt3qbp+La25p0uIjFzbVx0DG4xYyICmOkD+5O+01kb06YD6ywmMSDmYbyA6SZ9sR7d69dwviCX7a3EkZTKn1lKnFgR7GBEjbal2y00iXbfWF0klVa/eRuhemwoc2nBPiSFEmR1dqwWL+v+udhc5nKTlJgDba6pughvBARgSQV799or1OrulEdwpcqpYKNi0CYE+Jrytn07UnqsMqxOeYKx39aAo9xIO/amwVs26nW6zPottGdxSpUEBAj4OCFjdwv97bNuB4N1q6n+nsHK4bpuWWulFAIWQbgxUQVG+xn86pcJ4kmotC7bmDsQwhlbxVh4EVsoiM84dVrc4xPKyuRcxHMIATDJAjRJNz+wTiPVnfjma5kuFhDLyMVRYDSU5pB9bbfaRG43r01FWhZ5LS3+IIjhkYnJjb2zJXnHLMtuG5XqqNo8SYFa72o1T6lSBdTTrdA2QDJDabdgQWjmwJ2I/evRUVKFmHglt109lbrFrgQB2aZLeJOW/xrdU/ifGbOnKi6xUsCRCsdhE+qDHel6L0g010qtu6CXJCyCAxG5CkiCYB2HkatimVKKKkekvFX01pbiIHGQViSQFB2B2B7tA/MUIivRXirXp2QQLtgLuBCtLR4lVjeBvBKnvXsrV1WAKkEGD8QCPdsRROytNHdFTuO8TOmtczll+oAgMFiZgyfbA/Oodj06t/+rZuW9wPM79yBALADclZ286loJNnraK5tuGAYGQQCCOxB3BFdVSBRRRQBRRXygPtFQ09LdGSBzT1bCUcSTtt071V0mrS6uVtgwkgx4EdwQdwfYaWWmPoorxuu9Mb1q5cRtOv1bFT1nYf2sZAEFYPnv2NG6CVnsqKhej3pImqzEYsvtlWE4ypIH920Ed/OrtLI1QUV5XifpibN17R0ztg0EhpMQCGChSYII7fnFUuC+kVrUu1tZDqJgwQRtMMNpEiR3EipaLpZYoooqkCmafvS6Zp+9R7FjuQ/Sb7VfwD+Woo9JvtV/AP5aisjcqab1Lf4F/gUyl6b1Lf4F/gUytlsYPcKKK85xDi9y7daxpiFx+1vHcKOxx9vh7T2860x43N0jHNmjiVvrsu5R47escp7WocBbgxxBORntiF6spiCB3ivF6n0bHYO0mTaDqqucdxspwJmNmG/lVHW4adOaiZlWBZnMu09Mlj6vedvITNd6P0zsjquad1ZRGXSSQTEITGXuUmpmjGHJF4ac8lt8l9Pf/gngeq1Fu3asMxtsLa9AVSQPJcjtPt/YbDf/VsZ+tvsykApkimT2EBB385inXdVpAFNnACARgN8YEAKN4iNo28qk6nTXGuX76dLtbRLYI3+qZ3BPlOcAHt494rXE3p28GGeK1Pm/uxqejSh1IRpuk5BCcV8y0wG38emfKdjl4Xwu5pwtpLl0AEqzorJBBOKnLuI3A8iI9uHS+lWqTIBw0AwhUK4baMgwHbuQDO9ek0vpA2osqwt7x1QekncbE7wYmIkAisYyk58j05IRji5iDxF7dzkvfvZ4G4rDFgyKQphWQkMCy7SZkR5DGnAAG5j2x1sFCICGgzJKq2K7ncKCN6fqtI753dubgVt98V3DDv3OSgyQOw27zO0PpnqFnptsN8lCNmD5FQ0DfzI91aZnSprwjHhoqUrTfL6v+DZw20+jcquDE3GG4ZuXbLHpAJB3gCf7ivsAHp9LxWbgs3BDsrMhG6sqxl+EjIbH8id4laL0m/qLIPL646gpBG3+UmOkmYmPEeFZruma663GdrLWweXiZKlokvHcQIge3c9q5x49UTrNl0S5c/oewoqHwbjDM50+oAW8vYjs47yPy39tXKk8bg6Z1iyxyx1R/4+zCiublwKCzGABJJ8AO5ryz6+5q8iGa1pgYldnuHyB8B5+XtrrHic+fTucZs8cdLdvZe9kbfSRbF8Cyznmg5KLYDMD7QZWPMNHh2MV5HWej7qQ1o8y6jpksQYyUyVLEdwN18QBMTVbV8QXSFeXYGJB9UgGQR3Zt2O/j+Va9H6UaS7Fu5ZNvmtJyUespBVnGzDqiGI7xv2rjMoxdI14eU5xuXj3+D7Z4nffL6xukwRbVC3tkmZ/wBI8NhSr9/mqqh7l4XZgNcUIVHrFgqeqNhEHcge7Xd1lhSRZE+AVBO4HjGw97R7TXnLmhu6eznbPWLt26wRZON9izKBvliSpPniSI2rdSenbweWUFrq+vVs13vRIYXLKh97ZbNQ2Ct3AVJmfKCxnwp3DtHdQ8tLt1FA2YSFZv7iVbc9Xc9571M0npnqUWS1u4AR2AEKJyyEB/YCAd9ztNemfi5vAMlvb/iMD27iZ942rDE5OXI9OeMYw5mM6h7guWS9xiDy2Rgjq0qHBkopxxIM+B23PfBc9Ghhdt4jmG21zIczBW3IJORJI8tppvEnuWUa9bgtllcMT0kBNhPYQvj2BNZrHp1fRZZbTKCIK5BcfGXJhT4CMhPvrrO65V4RzwkbuVv7srcH1dy2eUotlQJLEE5t29YERAGPYxAEAQKvcM4mt43FAKvaIW4p8CwyEH+4Ebg/wdqmani/MCsltiD23AgncySfAneJNT7Giuq9y/auEX3IJTvbcKIVAD4x4nuSfVrqGLUl0OMmfQ31+nU9jRUzgfF11CExi67OnkflVOs5wcHplua48kckVKLtMKXfvqgydgoHiTA/epnHeMcjFEXO9c2RfftJ/Pw8alNopJa83NukESd0QnwRexjzO23bxraGC1qlt/J58vFKMnCCtrfsv7+n3oma/hVi61y9YZxaYlnJQcvInfAiLkEyYAIkmlcLs39I93FsbRKYvCsHkEgbmTuWMzPmTAFO4b6VIFW3d0xZYCmIKgr0nIf2gEH1oG3erlvjOi1Aa4QocdBzgHbYGZhh3ggnxG24rz2lP9KPXTeP9bFtqXlQ9+7LerHLUNtPSQp8N4mYFTrvCRqfryG6QcGLFrjgbCGUdKnwENsZ2rTq2F02wgOKOHLEQOmdlnuT5iRE71AvcX1WluG2LgUAkJmnSyGWAVsSNgYMnYj3V6MkqjseTBBOdX5ZvvcAa1d5ycwMyKVTFiwcZScgSMgs+0DwE77ruou2UW4168VJVT1LkpchQd1IYSR5QN96+cH9L7lw3LdxJaeiImDt1Y9PtyBgDvBBpupVrsK4AQMGgGSxUhhJ8Oodt59lc4NTR3xOhMx6zhZ1VzMwwTZrjrixCScRyyuYBJ3aADMTvSTwrlvavqsBrTTbfKbjBljY7RuOknfY74ist3jmo0l17a8uJL2w4MMrknpKmSQ2UgAnbwBFW+F+mvMZrd23DAArG0nYbqSTuTsfGG22rLI7nyXg3wx047b8tlDTcbYWxcvBcYl2WRj7cSTK+ZmfZV015TWk3le2ylUfZzIkqe+MTEiRJiPI13Y4o+mZVvMblh9kuH1kP+V/OP43HlW6wOX7d+34PK+KjB/q279u1/n7nqKZp+9KFN0/evM9j2R3IfpN9qv4B/LUUek32q/gH8tRWRuVNN6lv8C/wKZS9N6lv8C/wKZWy2MHuc3Jgx3gx768T6MfY3f83MGfnEGJ/Oa9xXnuJcHdLp1GmAJb7S0ezg949vj7969XDzSUoPrXg8HGYpOUciV1dr16r0/gzakAqVZcw3TjE5ZbRB2g+3apy+jS5YFeq4rEKHZgseqWuesvwgRsa3reW4QEJS6pnl3BDA7gjf1gRIkb+yqOl42UGF21cUjxAyH/AE9XxUVOIjLai8JOC52ec4Nbe2LdoMjSgLOJMmBA7jEb9vCfeaoLqgXa0YW4uJIJkQ5IVgfEEgjwMiNqpa/igYDG258YgAz59RA/epS6TJ7l24BNxVQqDICKWIE7SZYkn3eUm4tVUM/w9TaK9jhrE22Rgdzmz77RHSBsD7o/PtUteANZK4rjbUtP1hYsSSQ07GIO/jJ8QKbYu37e1u6CPK4uR92SlT8QT7ade1V5xu6g+xTH/dWfw8muzX42L4eknajVG1qBZ9YNbNxZO4IZUxJ8QcxBO4g9/Cl9GM2LBVdiQGJAAVfYTv8As3urL/TKcspYuIYt3I8toAHsEeffemabU6izIRkuL4B5VvzdQQf0g+ZNaZIzcaRlinjU7ZnXgtywzBA+JuM7lioByJggrv4eWwj3V3fulL1u33FxXIPiCmJg+YIPf2eM1tbX6i4AuCDzAZm/8BP7VOLjmT/+RfAgIg6UnvJBOIMCRkTt3FTDGa5DiJ4m792ccTn+q0WPr7T+HMxP5T+Ve0qLwbg7I7X77BrzeXZB2gflt7qtU4ialUV06l4PFKOqUuWp7fSq5/V9SR6WBv6S7j7J/DImpfD4/p9Pj2wP6smy/Of9q9S6AggiQRBB8Qe4rzFzhtzSluWpu6djkUHr2z5r5/7+PnXeCacNHW79eRlxWOSy/F3VU/pzu/TuL1mlF0cvDIncdRUDwnMbjv4b/vUvU+joxOBxa1ctjMyFglZAIkEyQN+x3jYVZsX8uuwwuAesvZtvMHcEb+w+fjVKzx9SAGt3FPaMZ/dZX96y4iMm+SN+EnBR5vyQ9A9xgwAUhTAG+48TmSQSTv7fOvmn1y3sRaeMi4JI3U2ji6wdsw228jYneqOs4gzN0Wz2gEkBR7/H4A1N03C0RMJJObXcuxFxyWZlPhuSAN9jBnedIa6oyyfDuyrd4GXV02Np7TKcmObM07Z91Bnv+1ZLXCntv1DFIxVQxJEbSSI79x7NtqZY1WpQQLquP+NOr4oQD+kV91F66/e4B5wu/wCUkj4g1lHHNStm882JwpGbTXWa5ct7TbcLl/wlVeSB4jKI9xrVqeBF1uIq9DW26xiHLEHYe+Y/t99Zv6URAJBnLKZbLzkzO20HaNu1abPEtSgCxauDzlrf7Q8/EV1lhNrkZ8PkxxbbM+m4fcQhWzW2FCpJUEY7dlke6fDtS9HqWa5etEdVplGQ/uDjJTHgfAj2T4xW6/qb9zq+rQDuxJYAeMziB75rDppJYaRc7jHr1BEKD2nKBkwGwgQPAGu8UZ1zM888d8uu1b+/bGcH/wD2Oow9WGyjtlKz/wBU/vXrKncE4SumTEHJm3dj4n5VRrPiJqc/07JJfY24TFLHj/Vu23Xa+h5G9P0mcu+B5fvwMR+c1oqjx3gwvhWVsLqbo/7wfz8fCpD6nfDUrynO0n7O55kMNlJ8u3u7V6ozU4prdKq9Pf8Ao8U8bxTkpbNtp+vT6P8Akm3+Ercy1GGC+tMnJzt1cokASB3nIjw7Ut+FnTXbjLG+BRCWlchuxUx4z+GT5k1d0Gsu6fFXttcWIFxCu6jsSsjw8Vme8DtVC5xpGU4o89t0I794kV4pRlrtI+lCWP4dNkl7pUpnEOQqsP8AMQSAwO47e38tqboNMbyFw27KSizCidhl4k+YMgeXmi9ldKSpRUYPBILFhMdpAHj3n2Ci3Za2xazcKSSSsBkJPc47EE/8LCSSTJreSk4nkg8cZ2x+u9HnJ5ihea1tULhiFXHIxhHbfv4kzAisuuJs2lcbkMispOxDMqe2GE+Bgn9t66++QQzJ71U/7t/vWU2SxBuNlBkCIUHwMeJ95PsiuMWOcdzbPlxy2O9JpzfBJ3QFsUAByKystl26gdhHbvvAVqOAXMrV4Iwui2yQhTBSSvefPc/3RjE77lu29ti9lwsmWVlyUnxIggqT47keMSZranF9QZBt2h5EXGM/lyxFc5IZHK0dYcuJQpmLUM1qy1xhJQSyzMgd4PgY/Kl8dj+luT/mTH8Unt7cZrvXHw1DgAx9Uqy7+wg7kH2hR5k9q0afhNzUur315dpN0s+JJ8X9p/8AjavVjempS2Xn0PDmj8S8eNW3a9L79q89CxwOf6ezl3wXv7tv2qlp+9Lpmn714Mjttn1cUdKUexD9JvtV/AP5aij0m+1X8A/lqKwPSVNN6lv8C/wKZS9N6lv8C/wKVr9fbsLndcIsxJ8z/wDAJ9wNarYwe5popOp1SW1L3HVVALEk+AEk+3beu1vKYhhJEgTuR5xVIJ1uht3hFxFYe0bj3HuPyrC/BmX7K8wH+W4BcX3DLqH5Gt2s19u1vcbEAFiYJAVe7MQDio8SYFOa4AJJAHnO3xrSOWUVSZlPDCTtrn328oiNob4727b/AILjIfg4YfvS2s3B3sXfy5bf+Yq6dQsgZDcZDygQJnt3IoXUoZhhtE+W4nY9jt5V38w+y8/kyfCR7vx+CDgfur3/ACx/s1fMG+6vn/2x/u4r0BvKACWWD2MiD7q7yG2437e33VfmH2J8ou554WLh7WLn+pra/wDk38U1OH3z/baT8TNcPwAUVaN1duobmBuNz5UcxZiRPlO/wqPO+yKuFj3fj8WSxwMNteuvcH+QQifpSJ/M1S0+nS2MUUKPICK6F1SYDCR4SJ+FLtau2zMiupZDiyzuGgNEe4g/nWcskpcmzaGGEOaXPv1++4+iuOau4yEjvuNvf5VyNSm/UNgCT4QZHft3Brg0G0UtbykwDJjLbtHaZ7V8GoWJyAEld9uobEb0Bm1nCbN05Mgy8HXpYf6l3rI/Cbo9S9mPK8uR/WsNVY3VBgsJ8pFcXNSisqMwDOSFHiSAWI/SCfyrRZZLlZjLBjk7r7cv43IzaO8O9lT/APzu/wCzr/vSzbcd7N4e4I38XK9Epncbiso4jakgNMNgSFYqH7YlwMQZ2gmu/mH2Xn8mb4SPd+PwR8D93e/5f/2r5g3havn/AEKP+5xXoHvqMpZRiJaSNgPE+Q9tcWdZbYSrqVxDZA9OLTBDdiNvOr8x9CfKLuRRp7p7WG/13EX/ALcjTU4bfPjat+4G4f8Arhf2qw15QASygHsZG9dM4AkkAeZNR532Xv1Olwserfv0SZMTgVskG6XvEduYeke5BCj4VTRQAAAAB2A7Vx/ULt1DqBIPhA779qF1KEkBhtE+W8xv2PY1lKcpbs2hjjD9qG0Us3lgNksHsZEfGub+qRArOwAYhQSdizdhPtrk7HVxdtqwKsAwPcESPgaDdWMshHnIj41ze1CqCWYCN/bHuG5pYqyc3AkWeS72p8FMofejyKS/Dr4+5ue3qtt+2S/sKr3NQq5Sw6RJHcgDeYG9fL+qRACxjIgLsSWJ3ACjcmBMAeBrZZ5defvvuYPhsb2Ven428ERtPdHew/8ApdG/kqa4wb7q+P8A21P8OauPrra2zeLAWwJLGRAGxnxG9NW4p7EHeNiO/l766+YfY4+UXd+P6PP4H7u9/wAv/wC1AtOe1i8feLa/zcr0DXVG5YDeNyO/l76WurQsyZjJYDCdwWEr8RT5h9ifKLuR10V89rSL+O6T+1tf96enCLh9e+QP8tpQn/WZc/GqpuAMF8SCR7hE79vGvnPWJyWPORHxrl55dPf3s7XCwW9v39KM+h4Zas/ZoAfFu7H3sd62Vw11QJJEb7z5d650+oV1VkYMrKGBHirbg+41m5OTts2jGMVUVSG0zT96XTNP3rh7HcdyH6Tfar+Afy1FHpN9qv4B/LUVkblTTepb/Av8CpvE9Bbe6ly9dAVEYJbJCjJ+l3JJ36OmI2BbzqlpvUt/gX+BUviXDbr6i3eQgBbVy2RliZdkYRNtxHSf2rXoYvdmH/Cs2nti/kHsHTAumZW1LlMTkOoBoLGcsVMbVou+jpZgxu9rlq4OggjlBQF6WCkHE7lSeoie1YT6P6oWOSlxFxtOlsq7rg7MxUnpIaAV6gFMhuwMDY3Br3W/NOZ1CXQeZcIFkBA9sL2EgN0gQcvOnX33I/f2KHGuGnUIbeYCMCCCpO/gykMsEe2R7Kz8a4e9w6QKVJtXluE3BMqqOpOIiTLDtHepuk4ZqSLv1j4KVtWBdZ1Y2cg7s8HIv/YrMCYTcHIzxf8ARvVOwP8AUY4tdKEMWIS4toC3OKkKWRpxxIDbGhR2o9E0YjK6JJclcBBzu2rzBVy2X6sCN/WJNbb3o6jXxeJEC6t7DARK2msgf9WUx4Vm4tptRea2lotaYWbqu6lsFdhbCwxCl+zQwEjc7Gj6EvG5bZrmNsXFZ7a3XgqqXFMbAyWZZBMHCe/cBGo9HGti7ysX5iX161GKi673dgWGIBaCwmQo6dq38R4Y7aS3atgG7bVOVcBACXUAC3JO+M9wAZBIjesep4Lqmti1zFxF2+5Y3Xlrd1bwS2y49lNxdsiOgR4Vt4Fwy9ZtvbuXOZKri+TBvVxKwBioWOlljvuJEmJcg3zsyX/RMG0bQuwptcv1N8pZnuSrLJZmyIaRPaN60t6PpLdYDvqF1M4jLow6e8x0xl/xVnHBtUFCi6AoNswXYs4XLJWdVXYyp9WTjuSDSNR6PagsHW6AwW4Fm4xxyuWbgQNjISLbDxjKNxV6kHcL4Jct3dNIXl6dbqgwM25kASwJy7SSQu/hWi9wAZXXNxQty8mobohlNsIABcy2HQN47EiuDwm++pF244FrPLlrduRiLRSOyg9fVHbx71j1/AdXd0405uJAXUKWNxznzVdUyGHhkPExG1Cjb3oerWjaN2VxuqrFTl9dORY54v33BG5g1u1Po+jO79IyW0oXEwpsl2DAoykHr8CIjxrPqOB3TeBS6RZ+pLJzbkk2zc5nb/MGQd98d6y6/hmpWVs3HDvcdQZdkTTXYyJLbB0gsvcg7DYmBCpw/hBsubpc3GwKRAGxc3AASfCY6iSYkk1P03o6wm47hGy1BxIyUJqLmYmCvVEAwY3I371obhOo5qstwBUuqR9Y+9lRiVZWUyx8eoKTvE1xx3gt6/zwGVlucvDK468vAgsAqqQ0xM7TMHYChbPqeiqLau21eDcNohisleSECiSZYSnifHv41xxD0TF+4z3rx63zItqU7WjaA9YyN5IMg9iCDXGv4XqyXuLc3+vJCXH6lZHFtQpWQwJQ+tAIMRX21wrUlVIYJNq2rIbtxsmDKzMWgYviCJhpnqkCpuNi9pLTqAHZWhQOlMeodzGRABEdIG0HfwE/WcHyYuLi2izA5opS53GxcPixPbqU7eBrHouB3lv27rsrhHu4guxK27q24AOAEhkY4wB1d664hwW9ccksrD+otXlZncFLdsoxthApX+0wZElpNUh9sejiE/a5qHu3B/mBvZgywaCOsjddwB5TXNn0b7EXwSEs2jCbEac3ImGyBJfupBBX2xWax6M3hbvTdHOazbto4uXBFy3mciR+IbwT3r5e9G9QTdYXFzddQqvm4Kcy5zLcEDwHSQIjwmhWP0/o49u9aZGRlUakkuhaDfZGChS8xsd8v5rRq+BMNNptPbIbk3LLS4kY2zJOIj8hI8K41HCtTd1C3HcJbDWibaXrm6ot4MNlXuzoY7HDfsKy3+Hai1lJa6pF/loHu9ObZW+pQTkF6erZY2NTb32G/vuO1fokLgu5Xd7ovZAJ0jnLbQ4qW2AFsEiTJYmtN70et3LouhlxysviFBX6kXAB3jfOfZjRb4dfNvSZNkbdrG6jXGXK4VUZl1BLFSD3/wA09wKn6X0d1KWkti6IWytsY3HXlupYl0OJkmRuRPTG4NV8mRO0arnAWt3ObahiWvHEqMQL2B2Usu8r6wPYnYzTNPwBv6PS6dmUNY5TE45KWt7xBI2mufoW96wvHmc9rmXMc/VEEYBT0/6Yxmp1jQapmQLkuOnZHd7l4B7he11EEA5lVeGGUZRJHcilL/DfWLou9edxyMPq5uhFOKBpBhBvlvk/nS/8JW8LqBo5lm3ZBxkqLZdtpYmDn6s7RRp+CX+apuXSbQul8Bdf1Dawx6VUEczqx7ePenpwu+LNq2buRS6zsC7xctFnK2y8ZCAynsZwjsaEONf6NC4LoFzlrdF0MFUmearKSQzlZk5EqFJI79528R4SLosb72GyWVlW6DbIZZEiGPj3jvU3iXCdTcRltuts8tlSL1yUuEsQxZlOQHTEBSII7RTvom8FudYLPezJNy5ta2hF7hTI7Yle+29AOu8Dy0l3Sm6TzM+oicc2LYqpPqr2Cz2Hek3fR4tdF/mKLitbYAW4T6tbibpnJJF09WQ7KPDfXwTS3rSYXWD9dxssySqs020EoJgEjwiBAPhTqizzw9GjBBvA5G8x+rIE32yJGLhtu0EkHxFfB6Kry7qF5Ny3Zt5lBK8gBQRv4kT32r0VFKFsg8a4O2qu9Upb5N20WBEk3GtMIHlCGZjvFA9GlN23edgWR1cjAw2CXLYEMxAP1h6hvsBV6ilCyB/hw9K80YLfuagDl9WV0XJUtlEA3DGw7CmcB4AdImFu7kpFuc1LMSgCsQ2UwVGykkL4bdNW6KJUG2wpmn70umafvUewjuQ/Sb7VfwD+Woo9JvtV/AP5aisjcqab1Lf4F/gUyl6b1Lf4F/gVg4hxhbV1bRAlrbXMmcKsIVUiT49Q+BrVbGD3PvpBfupZmyJbO2CQJKoWUOwEHssnsfdRwbUuwuhw5wchWMQ6wD0HFJAJjcdwdzS9P6Q2Wtrc6hNvmlcSStuSMmwkAbGN94PlXf0/YkwzEBxbLBHxzYAqoaMTIYQQY3FAP0Gre4XDWnt4sVBYr1ARvsT5+7bvUhNfqOeQyvHPwCL9zEC4ZtwV/uJzHlP9p3aL0gs3bfMBZQLI1BDKZFo5QTEg+qdgT2r7w7j1m9ce0hOaGCInphWDmPVU5QMokg1eoZp12re2UC2nuZMFJUr0gzvuR5e7fvWbjuouqtrlAgNcUXG8UtkMSdlaOoKCYMT4dx8PHbfNe0P7Li2mYsoh2AYASd9mHtM7A1RuXlUqGYAsYUHxMFoH5An8qAw8I1NxrLMysWVnAygZhScSDgvSfAlfj3OnSX7jTnawjt15T+wis/EuLpZdLZEu6u4EgDBMQTJ9rD/eK0jWJyheLAJjnlIICxMypIO3iCRQGBnvLqnGTtbNguq4LC3A0AKQASY8C3wrH6OazUO6i9kQbAZpXtdkSG6EwaD6nV2O4jqr8U4ili3zH7ZKgAjdnYKok7dz3pX0zbFq5ec4raMPHXB28ElvEbEA+yovfv8A2CjRUz6dsZFSXBDrbabbgB3jAElYE5CPfXL+kOnVMy5CYPcDYNDJb3crt1QN9u43EirYoq0VOHG7OYtlmDkoArI6k8zLA7jscG39lfG47ZzNsFi4zlVtu32eIfssbZr752pZKKVFS9Hx6xdZVR5zKhDB6srfOHht0b7/AM0q36TadrvJDHIjp2Ms2dy2yqvrHE22JMQBvMUFFmipXD+PWrzXEXLK01xXWCxUW2KScZjLElQdyPCgekOn7ZknJFxCMTlcnDYCd8T7oMxSy0VaKntxmyLbXSxxV+U3Q2QuFggXGMpyI8PGj6Zs5YZNnlhhg2WWOfqxMY7z29tLJRQoqT/iPTwxDscUNxsbbnFAzIxaF2IZGBB36TtTtLxm1cuG2rdUvAg7i3gWMxH/AKi/GhaKFFR19JtMRkHYrFski1cIHN+zkhfEnt33rscetG4LYzJ+sy6SCptBGYFSMiSHBEA0sUVaKkXPSOxtiWc8xLRCqSVNwFlJHciAe0/saa3HLAUuWYAFlMowhk9YGRsf58JpaFFKipZ9INPucyQvLlgjlRzQpSWCxuGHuneKfxLitrTibrFRBYnEkADvuBH5d6ENtFTfpyxkVyba4LRbB8RcMELnGPiN5jes+s9J7FtBc6iCnMXoYBkDIpYMwCx1g7ncbilii1RU/wCmbOC3QxKMSFYK0NHiDEFT4N2PhNcanjdpbdm4pyW+VW1G2RYFgd+wxUnz27TQUU6KnjjFoWee5CoGxO4aGywiUnx84jxivp4va6d2JZWYAIxOKwC0AdpI38fCaWKN9FR7PpHYY3N2wQ2/rMSUIuqrqch2HUBvEU3U8f09ssHcqUV2IKt2tDJyBEmBv7fCaWWmU6KmHjtgHEsyno9a267XSVQnJdgWESfGJ718vcf06oXZyEBcFsWj6o4vvG8EHt3gxNLJRUoqXpOO2rl65YBPMRgIiZUolzPacU6wJaN9q71vFRauW7bIfrHCKZWWJ7kLM4r4kwfIGgKNM0/el0zT96j2LHch+k32q/gH8tRR6Tfar+Afy1FZG5U03qW/wL/AqZr7unGoXmMyXRbhWDMvQ7gYjE7sWUbRO1U9N6lv8C/wKwcQ4FavXFvMGFxFxR1MMkHLJDGx8D4ESCCK1XQxe7J2q0ugsh2KgFFuZFS2TY5XbgynrcEsx3yEntW7R6XT3VcIuwvLcYZH7VQjKdm22C7eztSdR6L2bk5tcMm4ZJWfrVdG6sciIcwCSBtGwit+h4atosUZoZizAkEFiFWe07BR2Pie9ERmb/DunxwCsF5fKIFy4JtbnAw3qiTHlJptjglhHFxExcMWyDNMlQhB33UhV6TtKgxImqNFUlmG7wmyzMxU9TK7DJsWdIxYqDiSMR4f2jyp2o0Nu4ys6KzIZUkdjBX+CfjWiigM2p0KOysQQygqGVmU4tErKkbGAY9grluGWTaFg215QXAJGwWIgeI28e9a6KAz39FbdOWVGMggDphlOQIKwQQRMiktwmyUuIVJF0hrksxLERBLTO2IHfwrdRQGK7wq0xcskl3S6253uW8cD38MRt2Mb1nHo9psGti3CMrIVDMBi/rAQdv9vCKq0UoWYNTwezcfmMpzhBkGYEcosyRB2gu3vnea+abg1m2xdFOZDjIuzH6wqXnImZKr8NoqhRFAQ+H+jNq33JJUqUxLJgEtiyApDFvU7yxmacno3ph2tmdurN8hDtdBDFsgc3YyDO8dqrUULZLf0e0xym36/MzhmGQvEs4aDuCTMHYHtFMHBbOYuYksChkux3t5Ydz4Ztt7aoUUolkzXcFt3LbWwSge6t5iCZLqyuY32nEDbtXVzgdhjkyS2WeRZi2WOHrEzGO0dqo0Uotk48Fs43AFjmW+SxJYyksYPVPd23BB379qRo/R62nUxJfJ2DKWSA4QFRi04wi9ydxNWKKULJlngGnRDbW3CnlyMmP2MG3uTO0D3+M0ajgOnuF2e3JuZ5dTb5hFbsdpFte3l76p0UJZPHBrOeeJLZI8l2PVbDBDufAMdu29fG4JYyL4kM2ckOwJ5kFxsexxHwqjRShZOTgdgI1sJ0Py8hk2/KChN5nYKvvjeutdwizeLm4pJuJy3hmXK3ucTiRt1H41vooDCeE2YK4bG4LxEn7RYhu/sG3b2VOT0XtkrzGLIiNbW2MgoVmRvFz2wUDHER7NhfooCcvBLAYMqlSC7DF2GJuRniAYUMQCQNp37k0xeFWhbtWgpC2Y5cM0qVBAIacuxI77gma20UFmWzoERCi5AMxYkO2RYmSS05En3+ztWX/D+nmeX1dRyyaTnBaTPiQPhtVSilCyb9B2JbpMOULLm+LG2AFyXKDAUe+N5ri56O6dlxKErFwY5vAF4EXIGXiGPunaKq0ULZN1/CFuB8YVntiyzEFvqhlAClgJBYmSD+dcD0e0+At4HEWuRs7Am1v0kqRMyTPfc1VopQsnpwWwr8wJD5B8gzTIVbfefVxUAr2MbiaZqOG27jZOGbqV8S7Y5JBU4TjIIB7dwDWyihApmn70umafvUexY7kP0m+1X8A/lqKPSb7VfwD+WorI3KmnH1dv8C/wKn+kGmuXrTWUX1ynWWACgMrGR3JgbQN58K70fHrXKtgq/qr4DyHtro8Zs+Vz4D512pIzcHfIwXNPrDeVw2K818hnK8kq4TYnc5YMRisb7nxnX+C6pzbbfNbODs13INcN2y7MoOwUqjeC+AgV6D6ZteVz4D50fTNryufAfOqmkTSw4jbuXtPfS3Nq4y3ERiex3VXlZgHuPEA1m4HoXtO8qq2yiACEDcwSGP1QClYiJ6u/atP0za8rnwHzo+mbXlc+A+dNSGlnWkt3w9w3HRkJGAVCCBiJ3yP90+f5dqkNwm+L73BixN9XVmCELZhQybrzAwGQAU4yQfEiqv0za8rnwHzo+mbXlc+A+dNSGlnWtt3y9s2nRUDfWBkJJXFuxyH92O23bv4Vk45w97r2GHVbTPNBhJLABWAuAoYg9/8ANtWn6ZteVz4D50fTNryufAfOloaWZBpdQNPYSVDIy81bZxytDLoRtsT6vaAYIETWLTcN1KBlAIVrt+4YukuMyOWCclnaSTkYgbN3Fj6ZteVz4D50fTNryufAfOloaWQLVnXNzLbNc5o09gLcD42xqCHzbwDiQCRB8NhNbbmk1jXFJbFeY4eHOJslHVYE7Nlg2yqRvufGl9M2vK58B86Ppm15XPgPnRtMaWYNLodQmj09oEi5b5Yu/WEs6rAuBbhJIJ7gmD4dPhM1PANSy3whw5n9SVm4cgbiW1tS4lhupmDt7a9F9M2vK58B86Ppm15XPgPnRyTGlk19PrALipPVcsshNwdFpeWLqE7kk4v5g5d6y6DgupTMZFQV25bDKefeukSY2KOoO48YI71c+mbXlc+A+dH0za8rnwHzpqQ0uqMl3T6k6S4gbG8ScGDmccgQSWLQcZ2yb30q7w7UhrhS68c+01sNcJHJ6OcGB7z1wDPcRFUPpm15XPgPnR9M2vK58B86WhpZFbh+v5TDnfW8q4sz0tdYdDKS5wg77Iu20GutbYvrqbSqzvbLWTBLNDLzuaxJBxUjDx7+HnY+mbXlc+A+dH0za8rnwHzpaGlkb+j15mHwLWXBl5AvlkKlZLbY5jKF7jprq3wm/wD1QvAFbZeySHuZtjbS+rbkn+518fP3VX+mbXlc+A+dH0za8rnwHzpqQ0sl6y3qXvapbfMECzyWzK21JEucezie4hvLbvQNDrZabvVldMj1WRg/LUAv0kSm4QEFTufGp9M2vK58B86Ppm15XPgPnUtCmRdRwfVB7Ny3c3SyFuhnOVx8kZkFw7oDB6gPZtM1quafVm6rA4rzTkM5U2MWAEExlOJMKI36j40Ppm15XPgPnR9M2vK58B86toaWQuE8J1dm0qberp1bF9wLdsh8SCs9cd2G0n2HToeH6sleddbELfBxuEElrgNiSu5ItyJn3z3qp9M2vK58B86Ppm15XPgPnTUhTM66W62lspfUXboVOYZUxcCwXUOuDEN4EAbz7K+8J0V21pFtSBcUMFM7bsSskggGCJAEDcCBFP8Apm15XPgPnR9M2vK58B86akNLPtizf5TrcdeYQwV0EKJEAhe4g+BZvf4Cd6PcMu2WXIKF5QW4Thk10EbqyKCV9YkvvJHbeaH0za8rnwHzo+mbXlc+A+dNSGlnaWr2clwUk9MDt4D1f96z8Q4bnqNLeUCbbMXJO+BtuoA/1EbU36ZteVz4D50fTNryufAfOmpDSyPouC3kvpcIHTevOxyG9u4HxAb7RjuvS/SN49VY9LbJIBIgkbiZg+UisX0za8rnwHzo+mbXlc+A+dFJBxbN9FYPpm15XPgPnR9M2vK58B86upE0M30Vg+mbXlc+A+dH0za8rnwHzpqQ0M303TDepY4zZ8rnwHzpq8ftDsr/AAHzrlyOowdmH0m+1X8A/lqKmekfG7ZuKYf1R4Dzb20VwaH/2Q==)
![Image result for gambar penjumlahan berulang](https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcTt2zWeJF45gKvBOoR14f7F10hWPDpDaCKHM4STEaeCvSxKSkEv)
![Image result for gambar penjumlahan berulang](data:image/jpeg;base64,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)
![Image result for gambar penjumlahan berulang](data:image/jpeg;base64,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)
c. Video :
bukalah link berikut ini
https://www.youtube.com/watch?v=icsmq_Av8vY
https://youtu.be/slRJvHm6xJE
d. Bahan bacaan/bahan presentasi
https://www.slideshare.net/aLfaHMagUsmEi/perkalian-bilangan-untuk-kelas-2-sd
b. Tujuan Pembelajaran :
1. Siswa dapat menjelaskan perkalian dengan hasil kali sampai dengan 100 dalam kehidupan sehari-hari.
2. Siswa dapat menyelesaikan masalah perkalian yang melibatkan bilangan cacah dengan hasil kali sampai dengan 100 dalam kehidupan sehari-hari.
Materi :
Contoh :
3 x 4 = 4 + 4 + 4 = 12
Perhatikan contoh-contoh gambar berikut ini :
c. Video :
bukalah link berikut ini
https://www.youtube.com/watch?v=icsmq_Av8vY
https://youtu.be/slRJvHm6xJE
d. Bahan bacaan/bahan presentasi
https://www.slideshare.net/aLfaHMagUsmEi/perkalian-bilangan-untuk-kelas-2-sd
Betway mobile app for iOS and Android | JT Hub
BalasHapusThe Betway mobile app will let you 안산 출장샵 use 포항 출장마사지 the same basic app that 정읍 출장마사지 you would use if 의정부 출장샵 you'd 보령 출장안마 rather have a separate app for you. Mobile betting is an option