English-2
Grade-1
Easy
Question
Which of the following is Yellow in color?
- Yellow
![](data:image/png;base64,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)
- Green
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAHoAAAByCAYAAACcCsWJAAAP8klEQVR4nO2de1hVZb7HP/sGgoCYgmKZt0YFRLRMUdLJHOvMyZqn7PbY05hzTnWmxufM8a8uTs88jXVSSSbN6uFOoqOgbUC0kIqbEqkzcvEyFoiKgEDc3ezNvqx1/lhBc1KTy95r7dvnHxTXet/v+379vetd7/qtd6lEURTx4vaolRbgRR68RnsIXqM9BK/RHoLXaA/Ba7SH4DXaQ/A4o00mE83NzZhMJqWlyIrHGX3ixAnWr1/PiRMnlJYiK1qlBciJ0WjkwIEDZGVlERYWxoIFC/Dz81Nalix4VESXl5eTkZEBwO7duykvL1dYkXx4jNEdHR2kp35Cu6WNySug3dJGeuondHR0KC1NFjzG6MLCQtJ37WbaA/DQbpj2AKTv2k1hYaHS0mTBI4xuaGggbvM2dOMtRPwWQidAxG/BZ7yFuM3v0dDQoLREh+P2RttsNvbv38/Xx48xaQH84jEwIP0MWwBfHy8jK2s/NptNaakOReXuz6O//fZb5kbOw3eykVV6CI0GG6ABWioh7zHoq/ej6kwFM2fOVFquw3DriBZFkc3vbsGsNhL5O5j0g8kg/ZwUDZG/A7PayOZ3t+DO/+fdOqLLy8uJXbKUwOlWnikH3/Hwr41VAX1tsG8RdF/QcqyslJiYGKXkOhS3jWiTycQ7b7+D2tfKkk0w+icmg/T30eNg8SZQ+1p55+133HZp1G2NTktL40hBAbdFwpxnwHKT4yxI/35bJBwpKCAtLU1OmbLhlkbX1dWxffsOzKKJlck3N7kfC7AyGcyiie3bt1NXVyeHTFlxS6Pj4uI4/8/zRDwPoVE/TsBuhg3puIh1cP6f3xIXFyeHTFlxO6NLSko4mJvH6Gk2Yt4A2yBbaFNDzOswepqNg7l5lJSUOFaozLiV0YIg8OGHH1J/5TILN0LAHddPwG6GiHT8wo1Qf+UyO3fuRBAER8qVFbcyWq/XU/hFMWHLYNrDIA6xdaJaOi9sGRR9WYJer3eMUAVwG6MbGhpITk6mpe0qMa9DQOjgo7kfEem8xa9DS9tVkpKS3GYd3G2M3rN7D599lk/ECzApZugm9yMCYTEQ8QJ8/vkR9uzeY0+ZiuEWRldWVrI7429oxwlErQOfMTDcq6uAdH7UOtCOE9i9629UVlbaU64iuLzRoiiSk51DZfUp5r8EIQtufTt1K2xI5cx/CSpPnyInO8fl18Fdfq27rKyMxx95EnFmI79Og9tmgdUO5WqB9vPw2fPAt5PQH8xiyZIldihZGVw6oru6ukhLTae5vZGZj8M4O5kMUjnjZsHMx6GlvZG01HS6urrsVLr8uLTRR48eJT0pgzsfhKj/HP51+WYISOXe+SCkJ2Vw9OhRO9cgHy5rdHNzMxtf/xO2gF5mPwUBY0d+bf4pNqRyZz8FtoBeNr7+J5qbm+1cizy4pNGCILBvXyYVVaeY/QTM+Q9w1MNFE1L5s5+EiqpT7NuX6ZJpRy45Gauvr2fB/Hvp9W/m0WyYcLf9rs03Qgs0/wNyHwN/wwROnjrB5MmTHVij/XHJiI6P/yut3c1EPg9hDjYZpPLD7obItdDa3Ux8/F8dXKP9cbmILisr46GV/4Y4pofnzkmLG3I0QAWYu2BXOKi6Avn8yGfExsbKULN9cKmINhqN/OWtTRitPSx+G/xlMhmkevzHwOK3wWjtYdNf3sZoNMpU+8hxKaOzsrIoLikm6C4IX3frzBF7Y0GqN+guKC4pJisrS2YFw8dlhu7W1lYWLlzIxSsXeeYYhCxUUMtx2BsLU++YyvHjxwkJCVFOzCBxmYiOj4+nob6JqN/DhHuU1RJyD0T9Hhrqm4iPj1dWzCBxCaMrKirIytyPMLqPe14BUaOsHpUG7nkFhNF9ZGXup6KiQllBg8DpjbZarSQmJlJTW8vSzRB8l3wTsJshIulYuhlqamtJTEzEanX0Td7IcHqjc3NzOZCpJ3iOwKxHlY/mfkQNzHoUgucIHMjUk5ubq7Skn8WpjW5qaiIlJZXm75tY+g74TbL/g4vhIiDpWfq/0Py9pLOxsVFpWTfFqY3+9NNPOXToEDPXwKQlyg/ZP0UEJi2GmWvg0KFDTp1M6LRGnzlzhtSkdHwnisx7CfzGOU809yMg6Zr3X+A7USQ1KZ0zZ84oLeuGOKXRZrOZzMxM/l5xgohnITTW+UzuRwBCl0DEs/D3ihNkZmZiNpuVlnUdTml0VVUVu1L2MHYuRD4HPhrnG7b7EZH0RT4HY+fCrpQ9VFVVKS3rOpzO6O7ubpKTk6m7UsNdj8LEaPmXOoeKBUnnXY9C3ZUakpOT6e7uVlrW/8PpjD569Cgff5zAHb+C+evtnzXiKGxIeu/4FXz8cYLTpR05ldGdnZ1seXcrmkCB8DXSWxPOvQzxI1YkveFrQBMosPndrXR2diotawCnMVoURQ4fPkxxaRHTH4JZa1zH5H6sSLqnPwQlpUUcPnzYafLBnebp1aVLl1j+yxW02Gr5zUGYOM/5r803Qge0VEH2wxCimUFh8ZdMmTJFaVnOE9E7d+6krr6W6Q+7rsnww8RsrvRWZl19LTs/2Km0JMBJIvqbb75h1cOPYNC0svaMtHuQs943DwY10Pc9pEfCaFsIeYcOsmjRIsU1KYogCGzYsIG2zlYWvQH+Lm4ySPr9x8OiN6Ctq5UNGzYo/lK94kZnZGRQWVHJ5AdhziuuO2T/FAtSeyavhIqKyoHto5VC0aG7ra2N5cuXU11dzZNHISzWeVfAhoMKuHoMMu+DqKgoCgsLGTdunCJaFI3oxMREvjtfS9TLMGmhe5kMP7xUvxCiXobvzteSkJCgmBbFjD558iTJySmYzL3M/yOIOqWUOBZRB/P/B0zmXlJSUhT7lociRttsNtLS0qipqSE2DsZOU0KFfIydCvfFQU1NLWlpaYq8u6WI0fn5+eR8mov/FJHwJwCt+w3b/YgAWpj9BPhPEcnVHyQ/P192HbIb3dHRQVJiMlea6lkeD/5TXP926lYISO1cHg9XmupJSkiS/VseshudnZ3NoezPmf08TL5fmpl6Aiqk9s5+Hg7l5JOdnS1r/bIaXVtbS3rqJ5j9e5n9NPiNdf9o7kdAau/sp8Hs30t66ifU1NTIVr9sRpvNZundqdIiol+EO1d6jsn9CEjtjn4RikuL2L9/v2xpR7IZXV1dzUc7EhgTDnOeBZ3GM43WaaT2jwmHj3YkUF1dLUvdshjd09NDSnIKlxvriFwjfZ3G+dLn5MGM1P7INXC5sY7kpBR6enocXq8sS6ClpaUsW7aMsCXw7/ukXXQ9LZr/FTVw7QocfgaajklbTy9dutThdTqUrq4u/vzmW+hug/l/hGAPNxmk9gffAfP/G3S3wZ/ffMvhe5g51GhRFMnJyeGroi8IjYLpj7nP06mRYkHqj9Ao+KroC3JyHLsNpUOH7qtXr/LA/Su42HGWVfuk+0iv0T+iA+qLIO9pmDo2gq+KvmTixIkOqcuhEb1t2zbOnT9L2CKY7jX5OixI/RK2CM6dP8u297Y5rC6HRXRFRQWLFy9h1GQjq7+EwMmuk6MtJxqgpx4OrABTvR9ff13GvHnz7F6PwyJ606ZNmK0motd7Tf45bEj9E70ezFYTmzZtckg9DjFar9dTcKSAiYtFIp7zmnwrbEDEczBxsUjBkQKHvH5rd6NbW1vZunUr3T3dxG4G32B71+Ce+AZD7Gbo7ulm69attLa22rV8uxudkJDAqZMVzFoLYfd4o3mw2JD6a9ZaOHWywu5pR3Y1uqqqir1792KyGLn3NVD52LN090flA/e+BiaLkb1799r19Vu7Gh0XF8fp06e5bwsET/eugA0VAanf7tsCp0+ftuunE+1mdH5+PoVflDB+IfxiDWjcNNnP0Wh00p4o4xdC4Rcldks7sovRPT09pKWlcaXpEne/DIG3e6N5uAhAwO1w98twpekSaalpdnm6ZRejs7Oz0WfmMeMJuPPXnpMe5ChUSP044wnQZ+XZ5XZrxEZfuHCBlORU+oRrhD8LgaHeaB4pAlI/hj8LfcI1UlPSuHDhwojKHJHRgiCQl5dHUXEhc/8A01Z5TbYXAlJ/zv0DFBUXkpeXN6IX9UZk9NmzZ9m+7QMCpsKsJ0Gr9RptLwSk/pz1JARMhe3bPuDs2bPDLm/YRhuNRnalZ1B76TuiX4Lbl7neVhTOjhWpX6NfgtpL37ErPWPYu/4P++lVWVkZK5Y9yJh7Daw6AAFOtE+nO6EGrjVC3mroOjGaL0uODOvTicOKaIPBQNyW9zCPMhC5DoK8JjsMAal/I9eBeZTU7waDYcjlDNloURTR6/Xoc7IJnQNRL3qHbEdjRern0CjQ52Sj1+uHnHY05KG7ubmZRQtiaO67yKpMmHK/56buyokPcKkI8p6CCb5T+eZkORMmTBj0+UOO6J0f7ORy40VmPCLlgHlNlgczUn/PeAQuN14c8m5HQ4ro2tpaoufOQwi6xlOlMMYJPnvgSaiArhrIXArq7gAqqyqYMWPGoM4dUkS/9uprGPsMxLwJ47wmy46I1O8xb4Kxz8Crr7426HMHbXRubi4FBQUEThcJX+vN6FQKCxC+FgKnixQUFAz6Wx6DMrqnp4cdO3bQ2dXJig/Bx38kUr2MFB9/WPERdHV1smPHjkE93dIOpuDt27dTWnyMGath2n3SEKL4BmUezrRYmLEaSnOP8f7777Nx48afPf6WRp87d47MzEz6LEZC5kJ1Fii/qaQXlQpCoqH2gJHMzExWr15NeHj4zY//uVm3zWbjhRdeIDU1VfqFL94lMGdCDfRJf1y3bh2JiYloNDf+MNjPRnRHRwcrV64kOjoanU6H6E3pdDpUGrBYLISGhtLR0cH48eNvfNytIloURdRq7xXZ2REEAZVKddOIdoptnL04Hm+oegheoz0Er9EewqAWTLyMHFEU6evrw2q14uPjg1arxWKxoNPpsFqtqNXqgWfM/b+zWq34+vqiUqmuK0ulUg1MwPrpnzxrtdrrzvFOxmSir6+PlpYWRFEkKCgIm82GzWbD19cXg8FAUFAQXV1dBAcHD+SFaTQaVCoVarWawMBAWlpaCA4OxmAwMHbsWDo6OrBYLAQEBGCxWDCZTPj5+REYGHjdnZJ36JYBURQxGAyoVCpCQkLw8/Ojs7MTnU5Ha2srZrMZrVaLWq3GZDLR1taG1WpFp9PR1tZGe3s7bW1ttLa20t7eTnd3N6Io0tPTQ2NjIwaDgd7eXoxGIzqd7oa3w96Ilolr167R0tKCRqMhKCiI3t5e1Go1Wq0Wk8lEUFAQFouF3t5edDodGo1mYOgWRRGj0UhQUBAmk2kgigVBoLe3l4CAgIHLwqhRowgODr7uftprtEz0R7XFYsHf3x+1Wo3NZsPHxwez2TxwjVapVKhUKkRRRBAEfHx8EEURm82GTqfDZrNhtVoRRXHgPwEwsNm7KIo3jGqv0R6C9xrtIfwf8YSPONfxhbUAAAAASUVORK5CYII=)
Hint:
Green is a common color in our world as there are more green things in nature. We all know that forest green looks like evergreen trees.
The correct answer is: Yellow
![](data:image/png;base64,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)
Color is a way that we describe an object on the way that it reflects or emits light. Look at the picture. What colors do you see: there are two colors, yellow in pentagon and green in triangle. Yellow is a color combination of red and green in equal parts will create a vibrant and bright yellow shade. So, the following yellow in colors is yellow in pentagon.
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