Biology
Grade-7
Easy
Question
Pick the odd one out.
- Agricultural loss
- Soil erosion
- Seed germination
- Drought
The correct answer is: Seed germination
Seed germination is the odd one out as the other option represents the condition where the crop is either lost or could not be grown
Related Questions to study
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Pick the odd one out.
Pick the odd one out.
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Only plants that can support their growth in ____________ conditions will survive drought.
Only plants that can support their growth in ____________ conditions will survive drought.
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_____________ trees can self-shed their branches during drought.
_____________ trees can self-shed their branches during drought.
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Cacti feature spikes, leaves, or spiky, hairy spines that reduce the amount of water they lose to ___________________
Cacti feature spikes, leaves, or spiky, hairy spines that reduce the amount of water they lose to ___________________
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When the water reserves present in sources like aquifers, lakes, and reservoirs drop below a locally significant threshold, a _______________ results.
When the water reserves present in sources like aquifers, lakes, and reservoirs drop below a locally significant threshold, a _______________ results.
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High levels of reflected sunshine and an above-average frequency of high-pressure systems leads to ______________ drought.
High levels of reflected sunshine and an above-average frequency of high-pressure systems leads to ______________ drought.
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____________ have deep root systems that are incredibly effective in finding water.
____________ have deep root systems that are incredibly effective in finding water.
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Rain that falls on land either percolate or runs into the ___________.
Rain that falls on land either percolate or runs into the ___________.
BiologyGrade-7
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More than 80% of the surface of the earth is covered by _____________.
More than 80% of the surface of the earth is covered by _____________.
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To save water, some plants like grass will ____________.
To save water, some plants like grass will ____________.
BiologyGrade-7
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___________________ arises when there is scarcity of water.
___________________ arises when there is scarcity of water.
BiologyGrade-7
Biology
Match the following.
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)
Match the following.
![](data:image/png;base64,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)
BiologyGrade-7
Biology
_____________________ fertilizer clean up the environment and eliminate the harmful elements that afflict plants with sickness.
_____________________ fertilizer clean up the environment and eliminate the harmful elements that afflict plants with sickness.
BiologyGrade-7
Biology
Pick the odd one out.
Pick the odd one out.
BiologyGrade-7
Biology
Pick the odd one out.
Pick the odd one out.
BiologyGrade-7