ІДЗ
Розробити калькулятор, використовуючи JS, HTML,CSS.
Завдання на 10 б. : розробити простий калькулятор на 4 дії (+, -, *, /), який складається з трьох файлів.
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)
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)
1. створити файл html по типу :
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+qM2Pkue+PIRdeHOPHXBgjz+6X3igG6yN5Y09sefShqPvB2mhoeC42Nu5+6/UzqmPkH50bl3x8dFw2qiYGn/TWy0VijVTw8qaY9tHJsWxnmh8wfFps+v6UqDkxzQugdH0IlkoES5cV/cPmlca1Me/LC2LxY+kPUCcGXlAbC//m2pg4tBjh4o9RxNYfLozJM+piY+s/Pm0Mitqly2PBpDPj5PRKEVgjre2O+75wWUxY3eozpYCx0qJ0fTglBIdp6/2z4/wR07scKy12PFYXV424JqY9uD29Qs+1L+pvmxTnfLYrsdJie9RNHReX3tYQe9MrFM+O+xfE1NaxEtUxd15t4WKlNcECh+Op5vC4+p5Dp366pSGW/UVdrHs5TemRtq6ZHRPmN6RZ19XPvz6uWSNoC+n1+lg8a23sSNMDxn51Ucyq7pNmxSVYKhk+Jfbvauza4+cr4tqq9J8rMyIG/l4a0sPsiXV3LYz6NCs1cMy0ePBfGtL6aIidG2+N2jPSm6V23h3LHWXpuV5eH/Mmt/3D0/JN+do718drLevjVw3x0zuvjJr0ziG7Y9XNgraIGr6zJBa32bcyI+Z+ZlCaFJtgOSL7or7ua203RjUb+MXamFTpDxU9wPPRUJeGZa6MFSumxMhTD3wT6hMnD7siliysjYHplVLrXur6qSTeWbY++P2otERavikv+fig6NsyOaFPDPn4zbH0luo33yvTHLR1j1gfhbKvPu79eusjcv3jhplXNmcuLQTLkXhpfXx1fmOalBodC2tr3vpQokAGxO9WOMfc95xzK3yLpufaHfU/2pTGpUbHpFFtvylXX/rpGJ/Gpe7b8GSFIzT0VK/8aG3Ma/3ld9jnYtJFTgUdIFgO277Y+L8WxH1pVqr6ps/F+FPThB6ofwy8KA3LPBTrHtuTxiVe3lVhr0v/mPWhoWlMz7I9Xrg/DcucG4MrfS6cemb8ybA0LrX6+cPcI8U7z5545MF70viQsdeMdnSlhGA5XE/dHXO+UemQ7RXx5dpqR1d6tEFx3oWVYqMx5l12eUz4xqbY+mp6qVnDI38XbbZejvpi1F7gmxMtBsTvvz8NyzwdW19KQ3q2V5+MjSvT+KDRMelCe1dKCZbD0rLp8lsVN13W3PLpGH9KmtBjVV/5xXY2W2+P++ZOjnPO+mh8cPLyWPXDuvibueWnDQdeMC02rbgiBqc5RbEr/k9JyB7SPwafm4at/TY907M9+3Tcm4YHXXRh1DhSX0awHIa9m78bc+oqHF2pujJmTXCYvxBOGRFLHlhU+QqgN+2OLWuWxFWfXXjotGFVTdTOq4snvjclagp4R9Pi6B9nfDwNy9wddRu6s5F2fbzw72lIj7b1F0+32a9UPepcX2paESzdtj1W/s8lbQ/xN6u5/pMx1tGV4jhtXKx4/Mfx4I1d3VK7K36zd3/sfT1N6aEGxZCayl9c7pt8fUxb0xiv7EsvvLEvdjy7KdZVOlzbHD5xQhrSo+3Ytj6NDvmTM5wOak2wdNPeR+6OORvSpFRVbcz9jKMrhfLG7ti4fEFM+07FvzZt7Xw+VrWcLho9NZY9deAvFj1R9ZhPx9g0LtcQyyZfHlWD0o/Z/X51nP7hyTHvkfR2mfPijIqnHelZdsfWp9PwoP4x8L3F+t2xrhAs3dIYyxbUVbzUcOxNV8bIgt82uVBebYh5f3pZjJm7NrYcvBSxf0z85tp4Zt2imDupuv3DuS+sj2mfmh2rtqU5Pc8ZV8SSFeMq3n+n6wbEST5TCkqsViJYuuGVH343Zm5Ok1JVU+KLExy+K47tUTd5Usxp/RtCo74YfzXhzBg8fFzMWroynvn52vjBnNGVw2Xn2rhq0fp4JU3peQZffmvcP6+d//9LDL60Nq6tdJn8sEHx+/Y6wUGCpav2NcSy/9n2OvkWY2dfESNdoVoYex+7p+JpwWtrLy7/43TKmTH2uqXx08dvrnhjsFj5UDzSpR/F452pT1R/fmk887OVcdecK2P88ENfagYOrYnxtTfHD554Ip654+I4udIpoYuGRuXfMYZiEixdtHXNspjzVJqUGjYtZl3u6EqRbNn8/YqnBQf+XuVzzn3PviKuvS5NyqyNxhfTkJ6rqjomXndzrF63/uBvkL24qS5WL7wyxp7RvGY211e8jf+1NR9wPycoIVi64vX6WHZrpVttR4y//pNR4+hKoez9beVLU3f8R4W73L6pT7zr3WkIZbbHqmVL2gZw1ZQYf5FNl8X1ZLzg6GsbgqULKv6CZothM+LLl/dPE4piYFXly5iX1T3Uzq3UG+Mna9OwzOg4w42hCmxP1N82Pa6qcBv/musvdpq5MCrdOHB3vHLw2ncOECydeXl9LLu50l1X+se1N33S7zwU0ODzRlT+/33D7BjxZ8tj47ZDHzR7t9XH4qunxsxKpxNHuZNlz9YQ80ZMj8Ubno8dpffeeX13bHnsnph52X+PEfMrfLYMnxYL3SKhUAaeNjqNDtm45RdpxAG9oqmpKY3b6pWeW9m/a0sa9XT7mr8BTWr+UKnwi8zDZ8QT62oLHyy9B1TeFtiz18juuO8Ll8WE1d25a2lr1TF3/Z0xq7pnf40u5vo4oDlYBkyKOWnWJVXj4q4HFsXE09K8AIq9RpKG5XH66FanBi9dFC/ecaSXxr/zla4PR1g68sLamFcpVlqOrnzR0ZXi6h/jF3495g5P026rjmv/dlGPjxW6afiVsbpgsUJyxrlxWRoedP9D8YgfvywjWNq1Lzbe9bVYl2ZlRn0xbhhjQ1yhnVgds/7ux/Fge/dZacfgUbVx1+N3xpIxriwjqTozJs6pixf/7uYYL1aK6aTzYuSkND5ofax8dHsa08IpofY8VRcjRi6s8IvM/eOG7/0oFlzk23ELh3Ob7dsdDT96NO599NGof/YX0fjY84cO7Z5RHSPfd2ZUj6mJy8aMjprTirVuir0+tseqqTdH3a/2xguPNJRsyB4UNRcNiqHDRsfIUR+KS2rOjJML/JtBPkPe8soPZ0fVZ1vd62vYjHhiY7G3HpSuD8HCEfFhQ0esDzpjjST76mPO/1Mb88quSPUFuXR9OCUEAMdbn5qovWlEmhywOxYvuDsqXadaRIIFADIw+PLauKH1jx5uXhhzvmMvSwvBAgA5OLEmZn31yjaXMq/7i+kxr8GN5AQLAGTi5DHXxtIJre+g3hBzZtVFfekNCAtIsABANvrH+Fv+Oq5tc2poSYz45PJCR4tgAYCcnDIiFnx7WrT51bLmaJnwZ3dHUa+xc1kzR8QliXTE+qAz1ggdcVkzAPCOIlgAgOwJFgAge4IFAMieYAEAsidYAIDsCRYAIHuCBQDInmABALInWACA7AkWACB7ggUAyJ5gAQCyJ1gAgOwJFgAge4IFAMieYAEAsidYAIDsCRYAIHuCBQDInmABALInWACA7AkWACB7ggUAyJ5gAQCyJ1gAgOwJFgAge4IFAMieYAEAstcrmpqa0ritXukZAOA4coQFAMieYAEAsidYAIDsCRYAIHuCBQDI3mFdJbR/15Y0ouh6DxiSRuWsEVpYH3TGGqEjpevDERYAIHuCBQDInmABALInWACA7AkWACB7ggUAyJ5gAQCyJ1gAgOwJFgAge4IFAMieYAEAsidYAIDsCRYAIHuCBQDInmABALInWACA7AkWACB7ggUAyJ5gAQCyJ1gAgOwJFgAge4IFAMieYAEAsidYAIDsCRYAIHuCBQDInmABALInWACA7AkWACB7ggUAyJ5gAQCyJ1gAgOwJFgAge4IFAMieYAEAsidYAIDsCRYAIHuCBQCOk70Ny2PEgKHRu/Vj4j2xNf0b3tIrmpqa0ritXum5lf27tqRRcW1dMz1GTF4bO9L8oEsXxYt3jIuBadrT9R4wJI3KFWGN1N82NEbMT5NuGx13/cvSmHhqmvZQRV4f7Xr5+dj4yD/EI/X1Uf/sL6LxsecPfY6cUR0j39c3Bo+aFgumVMfJ6eWezBqJeOUflsel45ZEfZofUHPTynjoxurom+ZFVLo+HGE5HNvWxoxKsQLQnp31sXjyuDj9D8fFmMm3xLy69bGxNFZavNDQHDP1UfeP22Nveome7+QPTYm7VrT9ols///qY88i+NEOwdNfrDTHvmulxX5oCdGxfbFlzS4z4QG3MXNMqUCAZfPmtsfqm6jQ7YHcs/sKS2Ph6mhacYOmWfVG/fEHM2ZymAB3aF1tXzo6LJ9/d5nA/lOsTNdd9JeYOT9MDdtbFzOUNjrg1EyzdsHXN7JgwvyHNoJJpsWlXY+zv9NHz968QsXdzXVw1tdLp40Ex9rpb48HHfxyv/erQunjtZ2vjB/OuiJFF3rRQZH2Gxg3/Y0q0Ps7SMH9ZrHwhTQpMsHTVtrXxlZvtWwG6qjGW3dx2I2U0/zmau3ZN/GBOc5ic3T/6npBebta36swY+/nmkPlmcTbuU67vhz4XX56UJgdtimU/bEzj4hIsXbGv8c19K6t2pnmzmpumxbVpDNDaKz/8bsyscPp4/DcXxawP9UszaK1fXHLVtLZHWZY9FBsLvv9WsHRqX9R/46/K962MujXuurHGNyCgHbvjgTX3pHGJYTPiyxMGpQlU1nf4hTFpWJocsHN5PPCTYheLYOnEjvtb7VupGhd3LboiBqcplFvS6iZQo2PEn06NafPviXXP7kn/hh7v1afjJ/encYmB486L6jf2xJYN98TMqbXxwQ+UrJOrb4nFaxpixxvpH1NgQ+Oyz9Wk8SEr/6nYp4UES0da7rcyq3TfSv+49qtfiYmnpSl0anvUP7I+lt02Oz7x4fPj9MsWxn3b0lv0XC88HfemYamh//5QTGheBx+cODsWr6yPLQdPMzevk/vvjpmTJ8XpH54ay55y742iG3zeiDanhXasfTKKfNmHYGlXYyxus2/l67FgjHPPHL4dj9XFhEua15Vo6dF2vFj5fisb6+rivs6u9nhhfUwb+dmY1yBaCm3YeTE2DQ966unYWvI3qWgES0X7ov62vyrfMDd8Riwt+C2SOUp2ro2rrqkr9DelHu+NI42Nhpgz625rpNAGxdBL0/Cg+mh8KQ0LSLBUsPeRJW33rdxe2+bwHEXXP4ZcXhsr7lwZP/3ZE/FayX1WXnvuiXhm3aKYe2k7Gyw3fyvufcw36J5qx4tPplG5kTeuaF4rDYfWyc/Xxur2NvA3r5F1blJZYP1j8LlpeNDueOWV4n5uCJbWtq2Na75QV7ZvZeK8mfat0EbNjT+On66YEbUfr44hVf3Kjr71PalfDB4+LmbdsSYevHFoerXU7qjb/Is0pqfZ+9vdaVTuov82onmt9Emz5nVyypkx/qbl8e3r+qdXSu2Oeze790aR9T2x7WfHCy8Xd/O+YGllxz8+VLZvpeVDY9XVH007+Usfk2JO+hdl7p8epx/8N1NjVYEP39GiX4z81KdjZJqV2vGvflempxp42ug0Krf3t2lQpk+MvOSTaVyuocDfpmleR1UugS8lWOBY69MnTkpDiqH07rWlGv+t8pGXOPXMGJ+GZZ7dLmohESxwrL20vfIP3/U9dGqAnmXg6W02H7xp685dadTKG/vi1TQsc/YgN6gssB07t6cRLQQLHIb620bHhG9siq0V/8qU2h6r6r5b8Vty9R/5Y9RjnX1uxZ/uaHjk6diaxqX2/vL52JjGpapPFrVFtvf1tnuYzjiluLfWECytDLx86cEd/B0/Vsbc9J8pc+miePHgv/GLvD3X9rhv7uQ456zR8YkZd8d9T22PV15Pb7V4fU9s3bw25l1dG1etrnQaoH9cNrzSZlx6hJPOi5FtfsCu2Ybvxr1PpfFBu+O+79SlcSlrpNh2x442+/L7x8kFjljBAkdke6yruyUmjBwdVYNLNmUPPj/OGTs95tzfziHdUV+MScPTmB6oX1wyYUqFI2iNMXP6LbHqqXSlx77dsW7+9JhR4Tb+1kjRbY/GR9LwoJoYWuAvwYIF3nbVMfemcX6Pqofre8HnYkVthcuVN98dV408/62wHfTR+MRt9RVOGTavkS9ZI4X21JNxb+u72g47NwZXpXEBCRZ4W1XHrO/dHrOq7U3o+frF2Dlfj7kXVLrHSkcGRe0di2LWcGukyLY+uanNnY7f/PHMNC4iwQKHYeDZV8bYM9KkiwaPqo3V/7wy5l7k96gK48TmQP3bO+OuKe3czba1M0bHkvVrYkV7d0imIBrj3m+1vbZw0h8Xe09Tr2hqakrjtnql51b279qSRkXWEPMq3TyuZdPtHeMKc/VH7wFD0qhcMdbIvnjl2cZ4ZPOT8ZOfNH8b2rYrGh8rvRncoKi5aGic98cXxiVXXBxjzy5eqBR7fZTb+1JjPPDo38W6NY3xk6cP/VLz4OE1Uf1HI+LyS0fHJRcMipPferkwrJG29m5eHiPGLik/wlI1JR7852kxsmAH3krXh2DhiPiwoSPWB52xRlrbE/dNPT8mrEzTpHrOmnjiuuIdYSldH04JAUAm9m7+bvxNq1iJGB1/cblL3AULAORgX2MsvrnVqaBm1Td9Lsa7p5dgAYDjb1/Uf+OvYs7mND2gqjYWTKku+zX4ohIsAHCcbV0zOybMb31spX/c8M1pMfLENC04wQIAx1HLVUFXTV7b5gaCNTd9PeZe5H48BwgWADhO9jYsj4vHLmn7i+6jbo27bnQqqJTLmjkiLkmkI9YHnbFG6IjLmgGAdxTBAgBkT7AAANkTLABA9gQLAJA9wQIAZE+wAADZEywAQPYECwCQPcECAGRPsAAA2RMsAED2BAsAkD3BAgBkT7AAANkTLABA9gQLAJA9wQIAZE+wAADZEywAQPYECwCQPcECAGRPsAAA2RMsAED2BAsAkD3BAgBkT7AAANkTLABA9gQLAJC9XtHU1JTGbfVKzwAAx5EjLABA9gQLAJA9wQIAZE+wAADZEywAQPYO6yqh/bu2pBFF13vAkDQqZ43QwvqgM+2tkQ0bHk4jimzUqI+lkSMsAMA7gGABALInWACA7AkWACB7ggUAyJ5gAQCyJ1gAgOwJFgAge4IFAMieYAEAsidYAIDsCRYAIHuCBQDInmABALInWACA7AkWACB7ggUAyJ5gAQCyJ1gAgOwJFgAge4IFAMieYAEAsidYAIDsCRYAIHuCBQDInmABALInWACA7AkWACB7ggUAyJ5gAQCyJ1gAgOwJFgAge4IFAMieYAEAsidYAIDsCRYAIHuCBQDInmABALLXK5qamtK4rV7puZX9u7akUfHsuH96nH712jRLLl0UL94xLgamaZH0HjAkjcoVaY3sffn5aPhJQ6x79NGof/YX0fjY87EjvTdwaE0MrR4a4y+6OC77eHUM7JPeKAjro9X6eGFXvPBIQ2xN70UMipqLBsXQYaNj5KgPxSU1Z8bJJ6S3CqK9NbJhw8NpRJGNGvWxNBIs3fPG87Hsz8bFtA1pfoBgaaMIa2THY8tjxpe/G6sad6dXOjMoxs9bGrd/fmicnF7p6Yq7PvbF1gfr4it/3Z310ayqJm64ZXbMvfzM6Jte6ukECx0pDRanhDq1L155dXdseeyemPmnn20bKxTW1n9Y0r0/RrE97pt1eVx6W0PsTa/QU+2J+tXdXR/NdtbH4smfjU98o9EagVYES7saYt6Aoc31Xx1VZ300PnjZ7Fj8WDc/fKCC+vnXx8wH96QZtLY7Ns79Wqx8IU2BNwkWeNvtjmV1D5XsY4DWNsWqx7anMdBCsMCRqqqJ2jmL4sHHfxyv/aox9u9qfvyqIZ5Zd2tcOzz9m9Y21EfDzjSmZ6s6MybetCh+sHF97Nye1kfLY+sTzWvk5qg9I/27VjbudEQXSgkWOGyDYvycunjxX+pixXXjYuTZ/aPvgSs8TugTg4dfEUtuXxTj00vl1kbji2lIz9S3OWTntayPtXHXjeNi7LBBcXLpVWIn9mteI1fGkoW16YVyI6v6pxHQQrC0qzpmHfgmdPCxMuamd6HmxvWx+rqaGNjRZainXRi1lf8e0aP1j4nfbA7Zz3eyPprtff21NCo1NC45b1AaAy0ECxxT/eJ335uGZYZG36Jct0pFe1/dHvVrlsSfz7gnvXJIzU1fiWuHpQnwJsECx9Se+D//noZlaqL67DSkGF5aGxPevPLwrcd7zhodIyYvj3Wt9jLVfH5F3HVjdWHuwwJdJVjgWHq5Pu6rS+NS142IPynYXW/p2MjP3Bo/ePyJ2DRvRAxOrwGHCBY4ZvZFfd23om2vDI0FV9T4Bk2Zjd+ZHdOmLoh5P3w+XkmvAYcIFjhG9m6uixnzG9LskIHXzbA/gYq2br4n5nx2XJw/db379EArggWOhW1r45o/XxL1aXrQsCmx+kuOrhTSqeNidelVh9ufiBcfXxELLm17NdDWlVNj2nfcOA5KCRY42ppj5apLpseq1jeGq6qJuYumRM2JaU6x9ekXA88eETfcsTQWVDjitm7+2rbBCwUmWOBoai9Wojrmfnt5zBpupy2tDY0/GZOGpXY+HVu3pTEgWOBoeaWhLj7RXqysvV2s0I7dsaNimDwZL/xHGgKCBY6GrT+8JS4dvbDNPTWiakQs2HhnzPpQv/QCRbBjzdQ45+q62PjSvvRKB7bVx92r07jMeXFGVRoCggWOzJ5oWD45Rnz27rb7DYZfGT94YEXcMMyRlSLaev/CGPN/V8c5E2+JxWvqY8vOPbE3vdfiwJ1uW47K3ZdeKzPsvBhyahoDggUO2+vPR93Uy+P8mzfFjvTSAYMn3Ro//f7NMfa09AKFtXXD3TFzcm188APnx3u6cKfbA2o+VRPVaQwIlg40xLySD5e3HpNiTnq3zP3T4/TW//bqtW3+iNGDvFofcz45LiavrHzp6daVs+ODg1utiQqPeZvTfwBKDZ8WCz8zNE2AFoIFDsfru6NRbHAsVI2Lu253+Tu0JlgAjrKTz7kwrh3V9oZwHesfI6csip8+vigmOpUIbQgWgKOs77ArYsmq9bF/6/p44s5bY8F1V8TIi2piSKurfgYOrYmRl14Zs5auiJ/+/Mfx4C3jYshJ6U2gTK9oampK47Z6pedW9u/akkYUXe8BQ9KonDVCC+uDzrS3RjZseDiNKLJRoz6WRo6wAADvAIIFAMieYAEAsidYAIDsCRYAIHuCBQDInmABALInWACA7AkWACB7ggUAyJ5gAQCyJ1gAgOwJFgAge4IFAMieYAEAsidYAIDsCRYAIHuCBQDInmABALInWACA7AkWACB7ggUAyJ5gAQCyJ1gAgOwJFgAge4IFAMieYAEAsidYAIDsCRYAIHuCBQDInmABALInWACA7AkWACB7ggUAyJ5gAQCy1yuamprSuK1e6bmV/bu2pBFF13vAkDQqZ43QwvqgM+2tkQ0bHk6jnubp+O6o6+NbaXbELvxyfO8ro+KUNO1pRo36WBodZrAAwLEkWLqoQMHilBAAkD3BAgBkzykhALLTc08J0R1OCQEA7yiCBQDInsuagWPGZc10pniXNdMdR3xZsw8boCsEC51xH5Yj5LJmAIB8CBYAIHuCBQDInj0swDFjDwudsemWjtjDAgC8owgWACB7ggUAyJ5gAQCyJ1gAgOwJFgAge4IFAMieYAEAsidYAIDsCRYAIHuCBQDInmABALInWACA7AkWACB7ggUAyJ5gAQCyJ1gAgOwJFgAge4IFAMieYAEAsidYAIDsCRYAIHuCBQDInmABALInWACA7AkWACB7ggUAyJ5gAQCyJ1gAgOwJFgAge4IFAMieYAEAsidYAIDsCRYOy46n1kfd3Nkx5rJxcfqAodH7zcdH44OX1cbkuXfHqs27078EgCPXK5qamtK4rV7puZX9u7akEYWzc1PMmfyXMe+xzoNk4AVT4tt3TIuRp6QXKJzeA4akUTmfIRzQ3hrZsOHhNKLIRo36WBo5wkJ3bFsbV42c3KVYabHjseUx5qPTY9W29AIAHCbBQhc1xuJrmuNjZ5p21c7myLmmLhrSFAAOh2ChS3asWRYzN6dJiYFjZsSmnzfG/l3Nj5+viRUT+qd3SmxeGMt+uCdNAKD7BAtdsD3WrVyfxqWuiKVLa6PmwB6VU4ZG7S1fido0LVX3nYdiaxoDQHcJFjq3rSHWPZLGpWovjotab6g9pSbGVyqWDY9G/UtpDADdJFjo1N7nn4770rjU+OHvj5PT+JB+MXT46DQutT6efGZfGgNA9wgWOrVj5/Y0KndG1YA0KjewalAalXth5640AoDuESx0ase2SvtXIk5+d580Ktf33e9Jo3L3bXMzOQAOj2ABALInWACA7AkWACB7ggUAyJ5gAQCyJ1jo1MDTKt1XJeKVX1e+r8reX7+WRuXGn1bhtv0A0AWChU61d1+Vhm2V76uyY1tjGpVr774tANAZwUKn+p5zboxP41Ib//UX8UoaH7InGv+1Po1LjY7zzql83xYA6IxgoXOnVsfYUWlcqu778UDr3wd66dGoq0vjUhddGDWnpjEUVP1tQ6P3gNaP5VEp8YFygoUuGBSXfeaKNC61PmbMqIv6l9P05YZYPGNB5d8dmnRhDE5jAOguwUKXnPzxT8eC4WlSYseDC2PEH6Zvin84KWY+WOH2+8OnxZc/bsMtAIdPsNBFQ+OG2xfFxKo07aqqcXHX7VOi2vYVAI6AYKHrTmuOjweWxg0XdO1oycALamP1A82Rc1p6AQAOk2Che04bHQvu/VG8uHFprLjuihh5wZkxML0V0T+GXFATtdfdHHet+3E8c++MGC9WADgKekVTU1Mat9UrPbeyf9eWNAJoX+8BQ9KonM8QDmhvjWzY8HAaUWSjRn0sjRxhAQDeAQQLAJA9wQIAZE+wAADZEywAQPYECwCQPcECAGRPsAAA2RMsAED2BAsAkD3BAgBkT7AAANkTLABA9gQLAJA9wQIAZE+wAADZEywAQPYECwCQPcECAGRPsAAA2RMsAED2BAsAkD3BAgBkT7AAANkTLABA9gQLAJA9wQIAZE+wAADZEywAQPYECwCQPcECAGRPsAAA2RMsAED2BAsAkD3BAgBkr+NgOSU9AwAcR72iqakpjdu6pPnx4FtDAIDjpeMjLBPSMwDAcdTxEZYWH2p+PPHWEADgeOh80+2K5oe9LADA8dLcIZ0HS3XzY0Pz4/w3ZwAAb5+W/mjukM5PCZX6VvNjdfPjH5sfL7e8AABwDLSc3fmvzY8H3px1M1gAAI4DN44DALInWACA7AkWACB7ggUAyJ5gAQCyJ1gAgOwJFgAge4IFAMieYAEAsidYAIDsCRYAIHuCBQDIXMT/DzRe9a37blAfAAAAAElFTkSuQmCC)
Приклад кнопок:
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)
Завдання на 10 б. : розробити простий калькулятор на 4 дії (+, -, *, /), який складається з трьох файлів.
1. створити файл html по типу :
<!DOCTYPE html>
<html>
<head>
<meta charset="utf-8">
<meta name="viewport" content="width=device-width, initial-scale=1">
<link rel="stylesheet" href="">
<title>Кальклятор</title>
<script src="calc3.js" defer></script>
</head>
<body>
<p>Number1: <input type="text" id="n1"> </p>
<p>Number2: <input type="text" id="n2"> </p>
<button onclick="plus()">+</button>
.
.
.
.
<hr>
<p id="out">Result</p>
</body>
</html>
2. У файлі CSS розробити налаштування стилів.
3. У файлі JS прописати функції додавання, віднімання, множення та ділення
наприклад:
function plus () {
var num1, num2, res;
num1 = document.getElementById('n1').value;
num1 = parseInt (num1);
num2 = document.getElementById('n2').value;
num2 = parseInt (num2);
res = num1+num2;
document.getElementById('out').innerHTML=res;
}
Завдання на 20 б. Створити калькулятор, який виконує всі дії (+,-,*,/), може розв'язувати рівняння на декілька дій, виконувати дії у дужках, очищує поле кнопкою "CLEAN", видаляє по одній цифрі кнопкою "BACKSPACE".
Приклад:
Для цього створити один файл HTML, у яком прописати стилі відображення кнопок та фонових кольорів, задати кількість кнопок та у частині script прописати функції додавання, віднімання....
Наприклад, для оформлення стилів:
<!DOCTYPE html>
<html>
<head>
<title>Кальклятор</title>
</head>
<style>
body {
background-color: aqua;
user-select: none;
}
.container {
display: grid;
grid-template-columns: 1fr 1fr 1fr 1fr;
grid-gap: 4px;
background-color: blue;
padding: 4px;
border-radius: 5px;
max-width: 360px;
font-family: "Tahoma";
}
.item {
background-color: antiquewhite;
color: black;
padding: 20px;
display: flex;
justify-content: center;
align-items: center;
font-size: 22px;
cursor: pointer;
font-weight: bold;
}
form {
max-width: 100%;
}
input {
width: 100%;
height: 60px;
border: none;
font-size: 30px;
outline: none;
text-align: right;
}
.input {
grid-column: 1/-1;
padding: 0;
}
.clean {
grid-column: 1/3;
background-color: blueviolet;
}
.back {
grid-column: 3/-1;
}
.equal {
grid-column: 4;
grid-row: 6/8;
background-color: #bdbdbd;
}
.zero {
grid-column: 1/3;
}
</style>
<body>
<div class="container">
<div class="item input"><form name="form"><input type="text" name="textview" readonly></form></div>
<div class="item clean" onclick="clean()">C</div>
<div class="item back" onclick="back()">←</div>
<div class="item" onclick="insert('+')">+</div>
<div class="item"onclick="insert('-')">-</div>
<div class="item"onclick="insert('*')">×</div>
<div class="item"onclick="insert('/')">÷</div>
<div class="item"onclick="insert('7')">7</div>
<div class="item"onclick="insert('8')">8</div>
.
.
.
Приклад функцій:
<script>
function insert(num) {
document.form.textview.value = document.form.textview.value + num;
}
function clean() {
document.form.textview.value = "";
}
function back() {
var exp = document.form.textview.value;
document.form.textview.value = exp.substring(0,exp.length-1);
}
function equal() {
var exp = document.form.textview.value;
if(exp) {
document.form.textview.value = eval(exp);