Biology
Grade-9
Easy
Question
The complete set of genetic material present in any organism is known as _________
- Genome
- Gene
- Nucleosome
- Chromosome
Hint:
Genome
The correct answer is: Genome
A genome is an organism's complete set of genetic instructions.
Each genome contains all of the information needed to build that organism and allow it to grow and develop.
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_________________ refers to the percentage of people in a population who have a particular gene and express the associated trait.
_________________ refers to the percentage of people in a population who have a particular gene and express the associated trait.
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The following picture represents
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)
The following picture represents
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)
BiologyGrade-10
Biology
The following picture represents
![](data:image/png;base64,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)
The following picture represents
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QPa2v6VL2svKpFOje1ycqvtsLRT/9r+kK9TF80eB/WVlhY4AKxSDrd9Tj79yQfl/zfbbJkdZ2MnzhuYD6srUI/5bJOOje4c9aPxM247kjUpZ/pf3Wr1J8/37VgNJ85lDtfOPXjgZvX5nyu+qYWOJ1f6/5c9UH/eODF0qk3r36uesavYyQK8rnqGdcdcdw5HPtc9VV8PPAJ6yuc+rnqx8KZ8aH1I1HntYHCeUlOODN+HSNRkHBmXHckOhZOPlf9xBFOO8IZD+EMh3B6RjjtCGc8hDMcwukZ4bQjnPEQznAIp2eE045wxkM4wyGcnhFOO8IZD+EMh3B6RjjtCGc8hDMcwukZ4bQjnPEQznAIp2eE045wxkM4wyGcnhFOO8IZD+EMh3B6RjjtCGc8hDMcwukZ4bQjnPEQznAIp2eE045wxkM4wyGcnhFOO8IZD+EMh3B6RjjtCGc8hDMcwukZ4bQjnPEQznAIp2eE045wxkM4wyGcnhFOO8IZD+EMh3B6RjjtCGc8hDMcwukZ4bQjnPEQznAIp2eE045wxkM4wyGcnhFOO8IZD+EMh3B6RjjtCGc8hDMcwukZ4bQjnPEQznAIp2eE045wxkM4wyGcnhFOO8IZD+EMh3B6RjjtCGc8hDMcwukZ4bQjnPEQznAIp2eE045wxkM4wyGcnhFOO8IZD+EMh3B6RjjtCGc8hDMcwukZ4bQjnPEQznAIp2eE045wxkM4wyGcnhFOO8IZD+EMh3B6RjjtCGc8hDMcwukZ4bQjnPEQznAIp2eE045wxkM4wyGcnhFOO8IZD+EMh3B6RjjtCGc8hDMcwukZ4bQjnPEQznAIp2eE045wxkM4wyGcnhFOO8IZD+EMh3B6RjjtCGc8hDMcwukZ4bQjnPEQznAIp2eE045wxkM4wyGcnhFOO8IZD+EMh3B6RjjtCGc8hDMcwukZ4bQjnPEQznAIp2eE045wxkM4wyGcnhFOO8IZD+EMh3B6RjjtCGc8hDMcwukZ4bQjnPEQznAIp2eE045wxkM4wyGcnhFOO8IZD+EMh3B6RjjtCGc8hDMcwukZ4bQjnPEQznAIp2eE045wxkM4wyGcnhFOO8IZD+EMh3B6RjjtCGc8hDMcwukZ4bQjnPEQznAIp2eE045wxkM4wyGcnhFOO8IZD+EMh3B6RjjtCGc8hDMcwukZ4bQjnPEQznAIp2eE045wxkM4wyGcnhFOO8IZD+EMh3B6RjjtCGc8hDMcwukZ4bQjnPEQznAIp2eE045wxkM4wyGcnhFOO8IZD+EMh3B6RjjtCGc8hDMcwukZ4bQjnPEQznAIp2eE045wxkM4wyGcnhFOO8IZD+EMh3B6RjjtCGc8hDMcwukZ4bQjnPEQznAIp2eE045wxkM4wyGcnp1MOFe4cOoNu9wdJtxZBAznShfOle4Gzvp1jEQr3H24cpDCqZFY7sKZdd2RSO+7FYQze32Fs2Vtg1ywoU0u/Fq7nL+pDc6q69pl6RcbZOaSaYMazrZLG+XCTR3u7Dsyfx0j0QXXLpMLr26XpovrZcLkgQnn5CkTpeXT9bLqq8vc42dfdyRadW27rNrQLotXLXThHEM4c9dbOPWGLCouktqOc6Txk3UuoPXS7J59wp3FZQ2y8GPnydSzKwctnIUunPOXnSvNn6rn7HMkZ3FJvXy4aZ6cMX7MgIRz/KSxcl7r2e5x3TXWnnjNkSo963MWzZMS9ySKcObMF878/HyZXDlRyqeXSsXMcqmYUQblzqKserKMcV+4gxHOOXPmSF5enkyu0LPXa3L27ymX8mnlMqFsvBQUFgxIOAuLCmVi+YTkcbOvOVLpWZfJhNIJUlBQIHV1dYQzXVY4161bJ5MnT05uKo0nTpSXn5fETc+oqalJHnrooQEJ5/XXXy8zZ87sPvu8btm/hpEsPXu9TzWAe/bsyTzT3jz33HNy4403Jo8xatTR38us6+C9s54/f77cdttthFPXM5wvv/yyXHPNNdLS0iK1tbXJYaF3ekaf+cxn5IknnpBDhw4dd6NY7du3L4lAV1dX5rVwoubmZvnRj34ke/fuzTzT3ugz1K1bt2Y+JrKtWbNGduzYIQcPHsw8074M63AeOHBAHnvsMbnnnnvkzjvvTG5K9E7P6Cc/+UnybFHPPvdGsdLwaoC3bduWeS2c6N5775Vnn33W/IeWflE+9dRTmY+JbA8++GBynx8+fDjzTPsyrMN55MiR5GDefvvt5GZE3/Ss+htNxdnbpWevZ5d1pr3RH68/L+sxka2/9/mwDicADAbCCQBGhBMAjIZVOBlj7HQa4WSMMeMIJ2OMGUc4GWPMOMLJGGPGEU7GGDOOcDLGmHGEkzHGjCOcjDFmHOFkjDHjQoZzds9wvvvuuwAw5LzzzjtZ4ZzjDG449T019+/fDwBDkjZssMNZ5cxKw7l7927ZuXMnAAxp2jIN5+bNm3/pGjfb0SeJ2rx+hbPYGedUOmdt2bLlze3bt8tdd90FAMOCfhpCTjj1SWIazlGOKZzvd/QnaTjHOhXOjC996UsPrF+//ul169Y99+Uvf/kFZ4/7314EgKFE26UN05ZdeeWVz3z+85//X9e4M50p3c3T9p1SOD/oFDljnDKnxvmQM99pdpY7Xc6FzkXOR51/A4DTlDZKabO0XdqwFmeBc44zzSl3znC0fdrAUwpngaNPWSc5+nJ9lqMXqHManaVOu9Ph6C8CAE532qxWp8nRlmnT9GW6Nm6yM9opdLSB2sKTDqf6gKPf59Ty6vc5Sx191pnGs9ZZ6DR0WwwAp7lFjvZKg6kN05ad5eizTX1lrd/f1Jfp+Y420BxOfYqaPuvUAusD6tNY/ebpDEcDqn99f3Y3fRkPAKc77dU8R59lznT0b9K1bdo4/dakNi/9/qaG86Sn4dSfkD7r1KetaTz1ZbteRJ/W6gX1//ekz0S12ABwOtNWabOUPgnUlunLc22bNk5fYWs0tX0n/f3NdGk4lT7rTOOp3+/UIutLd73QREdDqvTiAHA6S3ul7dL/o7u2TJumbdPGaevSvxQ66ZfpudOfkPvMMw2ovvbXCyj9XkAuvTgAnK5ye6XPLrVj2rQ0mOn3NU8pmrnLffapD5pGVJ/OKr0gAAwlab/Sl+Uq91lmv6KZLn2gNKB6gVzphQHgdNezX2nXBiyYPZc+cCq9IAAMNT17FmU9fxEAcDpijDHGGGOMMcbYcNr73vf/XmiLx9nLeuwAAAAASUVORK5CYII=)
BiologyGrade-10
Biology
A mouse that is homozygous for the wild-type Igf2 allele is
A mouse that is homozygous for the wild-type Igf2 allele is
BiologyGrade-10