в) г)
д)
23. а) б)
в) г)
д)
24. а) б)
в) г)
д)
ІІ. y=f(x) функциясын үзіліссіздікке зерттеңіз: функцияның үзіліс нүктелерін тауып, оның түрлерін анықтаңыз. Функция графигінің сұлбасын салыңыз.
1. ![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAAoCAIAAABxU02MAAABIElEQVR4nGP5//8/A7mAhWydA6758ePHnp6e4uLie/fu/fbtW1pa2rp169TV1c+fP79x48bIyEgxMTEgd+nSpdra2i9fvkTRXF5enpqa2tnZCWRXVVXJyMgAVSxYsOD58+e7d+9etmzZ/PnzlZSUrl69CtSMbjNQxcmTJ+fMmQNkr1y5EmghLy9vbm5uf39/Zmbmtm3bgOJAbdg1s7GxHTp0SFpaGsRnYfnx4weQ8fv37yNHjhQWFnZ3d3/58kVAQGD69OmhoaHomltaWoBeSkxMnDx5cmtrq66ubkJCwq5du4BsoOy1a9eADgG6QlJScs2aNRkZGSiaE8EAwo8DA2TjT506hS+0yQajmoeU5tFcNZqrRjVj0TyaMUYzBl4AAA6KWE6Is5ExAAAAAElFTkSuQmCC) ![](data:image/png;base64,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)
2. ![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAAoCAIAAABxU02MAAABIElEQVR4nGP5//8/A7mAhWydA6758ePHnp6e4uLie/fu/fbtW1pa2rp169TV1c+fP79x48bIyEgxMTEgd+nSpdra2i9fvkTRXF5enpqa2tnZCWRXVVXJyMgAVSxYsOD58+e7d+9etmzZ/PnzlZSUrl69CtSMbjNQxcmTJ+fMmQNkr1y5EmghLy9vbm5uf39/Zmbmtm3bgOJAbdg1s7GxHTp0SFpaGsRnYfnx4weQ8fv37yNHjhQWFnZ3d3/58kVAQGD69OmhoaHomltaWoBeSkxMnDx5cmtrq66ubkJCwq5du4BsoOy1a9eADgG6QlJScs2aNRkZGSiaE8EAwo8DA2TjT506hS+0yQajmoeU5tFcNZqrRjVj0TyaMUYzBl4AAA6KWE6Is5ExAAAAAElFTkSuQmCC)
3. ![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAAoCAIAAABxU02MAAABIElEQVR4nGP5//8/A7mAhWydA6758ePHnp6e4uLie/fu/fbtW1pa2rp169TV1c+fP79x48bIyEgxMTEgd+nSpdra2i9fvkTRXF5enpqa2tnZCWRXVVXJyMgAVSxYsOD58+e7d+9etmzZ/PnzlZSUrl69CtSMbjNQxcmTJ+fMmQNkr1y5EmghLy9vbm5uf39/Zmbmtm3bgOJAbdg1s7GxHTp0SFpaGsRnYfnx4weQ8fv37yNHjhQWFnZ3d3/58kVAQGD69OmhoaHomltaWoBeSkxMnDx5cmtrq66ubkJCwq5du4BsoOy1a9eADgG6QlJScs2aNRkZGSiaE8EAwo8DA2TjT506hS+0yQajmoeU5tFcNZqrRjVj0TyaMUYzBl4AAA6KWE6Is5ExAAAAAElFTkSuQmCC) ![](data:image/png;base64,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)
4.
5. ![](data:image/png;base64,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)
6.
7. ![](data:image/png;base64,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)
8.
9. ![](data:image/png;base64,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)
10. ![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACIAAAAoCAIAAAAUvr/zAAACqElEQVR4nO2VPUhyYRSARSRTCLRAcFOHFhFcNLfAIbJBRZocAoUkf3IMQQoHrXAMW5rSQiVBwRB/AhcXyUVBBzUFwQahQIsEUfQ7ckPuVze57/dZQ3gGeTmee557ziuPtNFoRPn+oP0AYzaYQqGwvb0NW4lEIiKRaMaYwWAwHA4XFhbsdrvL5Xp7e4NDNBpFwPh8PofDUa1WK5XKzs5OLpfDf1ur1bB2u7u7gLm/v7+5uQGqzWb76p2IMdA6nU6fnp4+PT2lUqlJHtaSz+dhM/v7+zTa+7OdTofJZMJk7XYbDQNxeHgolUofHh7YbPYkKZPJms1mo9Eol8tCoRBLslgs2BhMg68khXl8fDw/Pz8+PrZarVdXV5M8l8uFOeC2k8lkPB7X6/XLy8sSiSQWiwEJXgsNs7GxcXd3x+Fw3G438MxmMyR7vR6DwcCXKRQKwDidTo1GQ6VSw+EwGqZUKmEHuO1Jkk6nwwV8LhaLxfV6/SvANMzMY46ZYyjkFPsP0Wq1VCpVNpt9x5BRLPnAzP36+npwcABWxZJjzHTFgjrhjY6Ojigo5l5ZWfF6vRNRjTGEin15ebm8vLy9vV1fXzcYDFgSydz4GKcIFev3+y8uLq6vr8El+AfIm/sjhlCxe3t7crnc4/FARzgrlUoKork/Yr5S7Orq6tnZGVxmJpPBMuTNDfvf3NzEmiQSiTFmumKXlpa2trawM5K54Wfy1zQ/EHPMb8fgLfldmOfnZ7wl0TCElgwGg91uV6vVLi4uTio/WBINQ2hJtVodCATgEyxpMpn4fP6U1qQwFCJLwhA6nQ6kYDQaYVGhUOh/MYSWLBaLJycn/X7fYrGAWEkypmEILQkWh/9ZHo+HrwQf4i0pEAgQMISWXFtb+1wJffGWRJtmtvG7MH8AnwHZw9+4tjYAAAAASUVORK5CYII=)
11.
12.
13. ![](data:image/png;base64,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)
14.
15.
16.
17.
18. ![](data:image/png;base64,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)
19.
20. ![](data:image/png;base64,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)
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