Question
Choose the image which shows reflective symmetry.
Hint:
Graph transformation is the process by which an existing graph, or graphed equation, is modified to produce a variation of the proceeding graph.
The correct answer is: ![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAIAAAAChCAYAAAAPzrdYAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAAFxEAABcRAcom8z8AABgeSURBVHhe7Z0HeBVl1sdvcq8UFXXt7dFVRP1cFakrWCBAAimkkUZoAZJQdFU+WAXddVcRBUNLaIEQEkpCiZTQe2gSIHQUBUEFpIuhJUDaf895584lhgmQm+TmTuZ9H/5P8jAzuTNzfuect1/TtWvXYATl5eWhZNE6z2gyBAAFBQXIyclBZmYmkpKSkJKSgn379iE/P18c07rGKDIEAFzOnz+PESNGoGnTpmjdujVmzpyJwsJCcUzrGqPIMABkZ2djyJAheP7559GkSRNMnTpVAkAyVAQYPnw4GjVqBDc3N6SmpkoASBIAKlrXGEUSACpa1xhFEgAqWtcYRRIAKlrXGEUSACpa1xhFEgAqWtcYRYYCICYmBg0aNECLFi1Eb6AEwEAAcEfQ4MGDUbduXTRs2FB0CUsADAJAUVERLl68iOSkqQgLCUfPHlFYumSpGAfgY1rXGEWGAIBHAq9cuYqjR45h147d2Lt7H06dPC3+n6V1jVFkCAAK84tQVABczvsDp3MO4lTOT8jNuwBQBijIL9S8xiiq1gDkXctDfh5Zngx94fI5bDgwG/Hr3kfCxv7Yengxcq/kiGP5+cYdEq7WALB3s4Ev517A1kOL8dXiYITGP44uCU9ixPKu2PHzSly5misqgnl5+Zp/o7qr2gJQyMYn58/JvYhth5di+PLO6JjwINxGm+AeZ0KnxEcwckUEsg4vR85VSgdFxEqB8SqE1RKAPGvYv0zG305ePmJ5BDrGP4S2MWZ4DjfDa7gr2o1wRadJjyFmWSdKB0uQc+Wykg4MFgmqHQCcz7nCd+VqDnb/uhajVvQgz38MHl+b0Kbfo/CKaACvnq/CfdBf0HakCeEJD2HYsnBkHlpIEFwS6YDrDVp/uzqqWgEgcj4ZP5eNf2Qt4lb1QjjlfI8xJrSPNcM7qj7cmweirZsPfAfUQ/uJJrQba0LI+Afx5ZIQZP6UjktXssXfMEo6qDYA5F/LF56fS6F837GNGLOmD8InPQqPES7wSzIhdHoN+L1XH21eDxAABH/2HMLnusIv0YS2I0wIi38QXywKxKaDc0Xq4HTAqUTrs6qTqgUA+eT5bHz+/ftj32Lcmr7oNPEpuJNhvcZRhW+RCd2X1ESHj15B6+a+8GjtiY5f10VkhhmdF7rAZ4KJQDEheNx9+GJhIDb8mIaLOX+IdFCQX70jge4B4Hyt5Pwr+P63zYjP+ACdJz2J1jEU9seb0HG2BZGbTIheWxNBgwiAZlYAYuqid6YZUZtcEJ5mgV88pQOqEwQRBP9d0J4gmCMg4L9dndOBrgHgblw20FUy/oET2zFxXT/RxueQzp4fOtOMHqss6LOTAMigCDDwOgBhDMAWM/pkuSByjQWd5prhSxDwtSHj/4L/zPfG2v0pBAHVCaiJyClG6x70Lt0CoHo+1/oPnMhCwvr+6JZQF+7DyfhUsQubZUGPlRb0+taCvruUCCBSgAoApQCOAH22u6A3nRO5liCYZ4EvVQy5dRAYdzc+ne+J1d9PQ/bl09Z+guo3cqhLALjXTvH8qzh0aheSN36MiMRnhPHbWz2/+woy/iYLem+mCLDDhKjSAKAIwJDwuZHrLOg8l9LBRBd4jjKhw9g6+HhuG6z+bhrOXz4nPlOpE1SfASTdAcDGL8xXum5/OfMdkjcNQo/EZ0X+bhdH4Tvlz8Zn774pANsUAPi8XnR+lIgEZoJAqRh2GKdAsGJvIkWCsyISKN3G1QMCXQHAYZ/DMHvhz6f3Yvq3nyJyygtK2Ke2fmiqBd2XXTe+6tm3BIDOEWIQGIIMigTzKRIkEFQUCXxja2JgmhuW752McxePCwg4Gmjdo96kGwC4wqfm4CNnf0BK5ufomVSPKm2u8OHOnBlmRCwnI260Gl81ajEAAv/5Klo18Yd7C2+EDX3uRgBYVmiiOB0sMMM/wUVAEDD2LgyY/SaW7pmI7EtnBAA8zMwjjiXvVU/SBQBK2C8Sof/Y2YNI2fwZopJfEGG/bSwZf7ri+dFW44twXsyo3AoQAPz/a2hZvwPaNPdF6Jf1tAFgFY8ECywEgVIx9IurjX/OeQuLdo3H7xdOKK2DPH3PJ3B6AITxrd529OyPmL3lK0Qnv2wL+8Lzl5LRNDxfVW8ycvS6Gug48hn49ngd/n0ao3PC43S+mZqCrprXqPUCjgRdCIKAyS7wGm2Cz+g70G9mMywmCM6e/01EAu461rp3PcjJAeCwT2GWwv+Jcz8jbesw9Jr6f/AcaRbGD5rqet347PUlPL+4MfmcqFW10XPx3ei59G4REWzHSp6vynosaj1BkG4WEHA68B9TG++nNsGCHbE4e+GktXVQoMt04LQAsNHVwZ0Tf5Dxtw1D32mvkvGpdk6eGDzNgm5LSg/7fxKdwz853HOfQF9KCb23aoR+LdHfFemAIOi6kCJBogvaEgQ+oy34YGZTzNs+Cqeyj4h0oMduY6cEgD1JrWSx58/fPhrvTK8vmmXe5PnBU83otpiMv0ExjqbhShODcjNYShN9TjRHAoIgMNEV3lT38B7tindnNMC8rFE4SRAwAGIQSUeRwAkBIM/PKyIV4vfzx5G+I45eckORez3ppXdIckG3RVbjs3eWxZjC+GarShy7lcS11yMBQ8DpwC+uJt3fa0jLiqFIcFSAy72TeoHAqQDgl6bO4ztz/hgW7hxDubap6JXjsBuUbEZXNj4Zoc+twn5xFU8BuykFUBq47RRQQhxxbJFgCtUJKB1xWno3pQHmbBuK4+cOiftnEPTQWeQ0ALDxOeQzANzE4vY2V7T45XrHkedPcRWeF2VX2CePJwgil9+J7vPuQ48F94oKoXKsxLm3I44E9PcYxkC6L74/79Eu6D3tJczZOpTqLIdtYxXOvu7AKQBg46svLPviGWH8fjNfR/u4GvAgAPgls8dx2OdcXKawT+L+/qiMGqL3z6fTm6Ip2Dn+CQLJjD5bS2kG3kz8+SSOBF2pLtIhSUkHPrH0WdNeRmrmYPxGkYCfp4Cey5khqHIAlLCvVJ7OXTyJ5XsSRI+b1yilth04xSyMz57fJ9P68rWMchOpHUEB/V5Dy1eDRHdw6JCbdATdpjgNcSuE6yRBya7wokjQjiqqvaa+hJTNn+PXM/sFBNySUcYPtN9BVarKAVDCfhGyL53Fqu+S0X9Wc9HE4rDK7W7uhLHV9u0wPss2FsBdwU394N7SC2HDSukKLqv4nuj+uEnKEHArhdNBzynPYfq3/8HRswfoOTm9OWc6qDIA2PPZK9jzeebNyn1J+HBOC/jH1RLNvQCqZXdJV2rdbPyyhv3iuu3BIHtE9yUqhhwJGAJqooqKIUWvyKTnkbzpY/xy5nslHVD9xtmmnVcZANzMY+Oz56/dPwMDv2kF71FmeNLLC5zsKvrghfHtDPvFVakAWMX3yRBEEATcT8GRgLureyTWJQg+waFTu4Xx+ZmdKR1UCQDsCRz2L+VcIOOn4qO0lvAbUwte1M7n0Tceio1eZ/X6chqf5QgAxH2yGIKlFAmmKRB4U12m2+Snkbj+Q/x8ap94fk57zhIJHA6ACPtU5+Op1+t+mIV/zWsL/zF3ihm8AQmu6ETG5wEYNn55wn5xOQQAFt8z11WsEIRMp4hGUPM8w+6Jz2Ly+gH46cROAT/XCZwBAocCoNb2L+Vki/n3/57vCV9q6nHY95/kgk5zlWlZIuxrvWA75TAArFL7KXiIOpggaD/ORaSDrglPImHdADGHkSeycutAgaDqKocOA0CdzZN7NRebDswTxu8w7h6lO3UiG9+MyIyK9XxVjgbAFgno9+7LCYIZyuglDyd3TngC8Rnv4eCJHfRergqn4Hej9c4cIYcAIMI+FV618+3B+fgs3Q+BY+8WXqEYn8L+WuWlVbTxWQ4HgMUQWCMZz1QKTbGI2cr8zF0SnsKEtf/A/t8yRdOQWwhVtUdBpQPAy7T5AXOvXsK2w0swON0fAWR8b/IG33gXhH9DYd/q+Te8xAqSCkBg//pwaxiINm/5IPSr8ncE3Y5EJKBn40jAE1Z9x7vCgyAIn/gIxq95lyDYXGxlsuMHkSoVAH4YdbbMlkOLxNq70PgHxPQq3wn0Er4xoyd5vvAWRwBwO3MCK1r8bGo6WMGRQEkHPJ2NIYhbHS2Ws3GdQEkHjq0YVhoAos1LhXfg2HZ4Gb5cHIqgcfcqxo+nh09TFmOoHnLDi6tA9d7qiuj1NdB50hMiDQT/+yV0m/EQfbaZILBjLMAOqemAIQibaYHPOJNYvtZx4mOIWxWNPUcylN1KyGG4maz1TitDlQIAT5TksH/1Wi52/roKX5Hxg8ffL9r57cnzO5Lxe1LYr2zD36CNdyB6gyL+XfOcSpRaweUVS7x4xXeCi+j1DJnwAEatjMKeo+twKfeCUiegd+iIdFDhAIiwL3q78rDjlxX4emknEer4QYXx57iKtXiVHfb/JGqX80+eA8DpoM92U+mTQStRAgBrOmAIOs6iiiFFAh7xDJ2gbFmz69c1YvMq7idwRCSoUAC4EsOdPNeuXcFuCmkjVnSjB3tA5Dth/NmU88n4jgj7zix+fjUS8OpljgScDkInPISRyyOw/efltj0KuF6g9a4rShUGAOd8pTmTh33HNpDxIxA+6THR9uX1eqrxheGryPjqNHCR9+l3rXMcJo4GpJ6rOBJwOlDWHvAeBTHLuogdzHhlstpErKx0UGEAiGYM3ejeo+sRS5WaLglPiLDPq3bCZrmKB+UHrxLvV1MA1fh5RjCngapIAX8SA2CNBPxuwudY4D1e6ScIHv8whi0Nx9ZDS8QuZwwBjx9ovffyqtwAiLBPxr+Wd1Vs0BC3uhfl/MfEcKg3G9+6Rt9h+V5D3Nzjih9PB+sy+XF0mfIoei6qYzVC1UYCGwSrKRIQBP4TXdGaIOCNKoYuCcOWn9LFJpfcOmAIKjoSlAsAtReriG5s//FMjF3TB90Sn7YZX92ggT1QeL7GC3CEuNIXlVETwf99EW093eEV6Ibw2KeVfgA7J4dWmKyRgH8yBNw8bs8bVdA75JXJXy4KQubBdJy//Lt1YWzFpoNyAaAshijED8e3YsK69xGR+Fe0JXoV47vaNmgQ3s/SegEO0I1TwvwQOuR5BYDK7gi6HVkhUCMB947yDmZtKIV2GHu/2Ldo449pBIGyZQ1Lyx72yC4ARNinf3n513DwxHbEr/uAPP+vYh4fz4sLS72+O0dVGl6VbSzgw1fQ+nVfeLRywFiAHVIdhSvLDAEPj7chhwoYcxc+T/fH+h9m49zFU9fTQQVMMbMDAGvYp7x/8OQOsTVLZHI9CvsuYgJESAp5Pm/QwBUva2jTelhHygaAIweD7BRDICKB2LdI2bKG+wkCxtQR+xZl7J+JPy6dEu+/IpqIZQQgT4R9HuA5dHo3pmwciMgpz4mZsOz5bHwe9FAfxBmMz9ITACw1HXBXeWfet2iSSVQM/ePq4NN5XmLfonMXT4vKt6iAa9rq9nTbAHA7X1RCCvLF7hxJmwYhKulFsT6OZ73wMm1hfPZ8JzG8Kr0BwFIdSGxeRZEgIMEsIgHvUfCveZ5i36KzF45TJOBZ1fbPM7xtADjvcOjnfXl4unPvaX+D5wgzPMnzg6aT5/MGDeWcvl1Z0iMALDUdcNe5umWNAkEdfDLXHSv2TVEgsNYJtOx2K90SAHUOH3/AkbP7kZr5ORn/ZXiNdBXTn3nKUwTvy8NNPesNaz1MVUqvALBUh+LdStSNKrhi6BtbG4O+aY1leyeJ5elsK3uGkm8KALc3ucbPYf/I2R8xM3OwWKbtM1qZ7Bg8TTG+ulJX6wGcQXoGQMjqWNchcBX9BLwy+aM0N4IgAX9w64DqA2VtGdwUgMICZTSKPZ83aHgvpQF5vnWZ9lQXMfNVDfsSgEqUFQAbBOkW+CdSOiAIvEbdhSGLg8QyNC5ljQI3BYBDPw9NLtuTgH+kNKYKn0VsyiQ8n3fnIOOrN6d5406iMm8S5aQSEJCz8YIZ3tWUx1maf2HCe6mNRH+MAkDZ5hbeHAAqPEFhYsb7aDfSInJPh2RXxfi8asfJDa9KjQBBn/xNTAdr5+mBjiOe1R0ALAagzxZlGRpvhv3GEBP6zfq76JPhUikAxK6MRMuhJgEAj18L42fqBwAe+ePBoG6pD5LhnxHjAN3n3qdEr6oeFi6j+J333aosPGEA3vrShP6zm+OnkzuFvSoFAN5/3z3GJFbvcBeleHEVvHjDEWIQ2ONZ7P1a5zi7GIDiEcDxAKTRjegVgEwFAJ4XoDfPV+UcAPCN6BCA6iAJQDkkUkCWyZoCqnhGkJ2SAJRDtjmBPB1MpgAhQwAgWgHr70DXaQ+LJWFhMc8iYs791rqM/loBEoAyytYTOOhltHnTB2092gkIdNkPIAEou4r3BLq91gFt3tBnTyBLAmCHdD8WUEwSADskAShdEgAJgPYBFhcJgHNJAmCHJAClSwIgAdA+wOIiAXAuSQDskA0AsTLIDx6teLNoCQDLGAAUXxv4SpCAwKnWBpZBEgA7xN8QzquDQwa/gHa+reEd+jbCxzylAFDVq4PLKAmAPeKRv413oEf6Peg69WGxQxh/dyAPBomvk9G6xkklAbBH1h1CONzbvjeQh4RLnqcDSQDKI54PkGndI0hnnq9KAmBwSQDskTUF8D6BTrNJlJ2SAJRDvF0sNwejqUUgdgvVOMfZJQGwQ2Kv4HU10Gn8kwjs95roEew69RHbHEGta5xVEgA7pPYEBg6oD7dGAXAX28U7aLfwCpYEwA5pAuCo7eIrWBIAOyQHg0qXBEACoH2AxUUC4FySANghCUDpkgBIALQPsLhIAJxLEgA7JAEoXYYCwPa1cS29ETZM9gOwjAGAujaQp4TpeJcwlgTADvGWMDwWwBtEtY9oBr/eTdB50uNyLIBkCADE5I+NFkSurI0eC+8RXxcTtaaW9ViJc51cEgB7VHJKGInnBtxwng4kASiP2Ns5Guh0OhhLAlAeFQeAf9c6x8klAbBHxVPAbpkCistYlcAVd6LHgnvF+oCo1bWtx0qc6+SSANih3llKMzAspi58urwB38i/o/PEJ2QzkGQIAG783kDZEaTKGACoYwHcFdxUdgUXl7EAkINBN0gCIAHQPsDiIgFwLkkA7JAEoHRJACQA2gdYXCQAziUJgB2SAJQuQwEQ2L8+3BoGoI1cG2iTsQAY8CpaNQ4Q3x0o1wYqMgQAYnn4+hroHP+kgCDo45fRdfrDyliAzr47SAJQDvGmEDwoxOolN4gQMgYAxbaI4XTAklvEKDJUBKgOkgCUR3KbuBtkrBRANX6xS5jcKNImQwDAtX2uAHaffy+6THkUXZMfQc/FdcR0MD6mdY2zSgJgh2ybRX/2Itp5t4FXUEvxFfKiH0BuFq19gMWlWgBQckqY3C7eJmMAoI4FFP/CCDkWIGQsAORg0A2SAEgAtA+wuEgAnEsSADskAShdZQag01zlBvpmKT/1oHf2mNBrQ00EDbwOQMfhdekZzHhnp4vmNc6qvlvpebZbELG8igDoONuCqHU8sqb81IN6bTGh50reI4gAaK4AEDq0LqI3mtFrs4vmNc6q6PX0PBst6LKQABjnSADI+KyASRYET7cgZIbyUw8KmW1C8JSa8On7CtzfIgDaeMJ3YF2EpJgRMtNF8xpnVQiL3n2HKRZ4x5nw9rBKB+A8Rq6IQPOvTGhGtLWkD2wxVGcicFt+YcKbYU+jecNWeKPZW3gr8kG0+JqODS9xrh5EtmA7vE2/NxxsQt/pr+DAiSxhr0qJAPEZ78Mnrha8Y2shcNzdCByrM8XTfY++F369G8PHPQjtvf3g1/8lBI6/i47V1r5GB/IfUwvuI2vho29a4tCpXcJeFQpAQUEBcq/mYtevazBve6xQ+s4x+tNuuu/tYzF/1QzMS0vH/HnzsSAjCem74pRjWtfoQAt2xCItKxbrf5yN3y+cFPbKu5anacvSdFMAVBXmE1qF1UDFSxFJ6xwdqqgAyMvL17TdrXR7ANAHiBemV/GL4p8lS/FjehY9Q6UCIFV9ZSgAiorYXZRSWFioeY7RZCgA2Ohq4QqT1jlGkyEAYGPn5OQgKysLKSkpSEtLw/79+5Gfn294EAwBAJfz589j1KhRaNasGTw8PDBr1ixbRNC6xigyDADZ2dkYMmQI6tWrh8aNGyM5OVkCQDJUBBg+fDgaNWoENzc3pKamSgBIEgAqWtcYRRIAKlrXGEUSACpa1xhFEgAqWtcYRRIAKlrXGEUSACpa1xhD1/A/8YVhZFeoLywAAAAASUVORK5CYII=)
In mathematics, reflection symmetry, line symmetry, mirror symmetry, or mirror-image symmetry is symmetry with respect to a reflection. That is, a figure which does not change upon undergoing a reflection has reflectional symmetry. In 2D there is a line/axis of symmetry, in 3D a plane of symmetry.
Related Questions to study
From the diagram given below, what is the true relation between ∠ABC and ∠ABD?
From the diagram given below, what is the true relation between ∠ABC and ∠ABD?
The following triangles are congruent under PRQ ↔ XYZ. Which part of Δ XYZ correspond to PQ?
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A triangle has __________ vertices.
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Which of the following figures does not represent a triangle?
From the diagram given below, which is true for two triangles?
![](data:image/png;base64,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)
Hence option C is correct
From the diagram given below, which is true for two triangles?
![](data:image/png;base64,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)
Hence option C is correct
Which of the following alphabets has a vertical line of symmetry?
Which of the following alphabets has a vertical line of symmetry?
From the given diagram below, we can say that triangles ABC and PQR are ________.
![](data:image/png;base64,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)
Congruent criteria of two triangle are
1) SSS : Three pair of corresponding sides are congruent.
2) AAS : Two pair of corresponding angles and one pair of corresponding side are congruent.
3) SAS : Two pair of corresponding sides and one pair of corresponding angle are congruent.
From the given diagram below, we can say that triangles ABC and PQR are ________.
![](data:image/png;base64,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)
Congruent criteria of two triangle are
1) SSS : Three pair of corresponding sides are congruent.
2) AAS : Two pair of corresponding angles and one pair of corresponding side are congruent.
3) SAS : Two pair of corresponding sides and one pair of corresponding angle are congruent.
Which of the following relation is correct if AD = AC?
![](data:image/png;base64,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)
Which of the following relation is correct if AD = AC?
![](data:image/png;base64,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)
Identify the rule by which the following triangles are congruent.
![](data:image/png;base64,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)
Identify the rule by which the following triangles are congruent.
![](data:image/png;base64,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)
What does a translation do to an image?
Hence Translation does sliding of image.
What does a translation do to an image?
Hence Translation does sliding of image.
Which of the following triangles has no line of symmetry?
Which of the following triangles has no line of symmetry?
A type of transformation where a geometric figure slides horizontally, vertically, or both. What type of transformation is this?
A type of transformation where a geometric figure slides horizontally, vertically, or both. What type of transformation is this?
What is the order of rotational symmetry for the given figure?
What is the order of rotational symmetry for the given figure?
How is trapezoid ABCD translated to trapezoid A'B'C'D'?
A translation in which the size and shape of a graph of a function is not changed, but the location of the graph is.
How is trapezoid ABCD translated to trapezoid A'B'C'D'?
A translation in which the size and shape of a graph of a function is not changed, but the location of the graph is.