Maths-
General
Easy
Question
Which of the following colonies showed a decrease in size every two weeks after the initial treatment with pesticide?
I. Colony A
II. Colony B
III. Colony C
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)
Three colonies of insects were each treated with a different pesticide over an 8-week period to test the effectiveness of the three pesticides. Colonies A,B , and C were treated with Pesticides , and , respectively. Each pesticide was applied every 2 weeks to one of the three colonies over the 8-week period. The bar graph above shows the insect counts for each of the three colonies 0,2,4,6, and 8 weeks after the initial treatment.
Hint:
Hint:
- Here we analyze the bar graph and then find the answer.
The correct answer is: ![text I only end text](data:image/png;base64,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)
Explanation:
- We have given a bar graph that represent the insect counts for each of the three colonies 0,2,4,6,8, weeks after the initial treatment
- We have to find which colonies showed a decrease in size every two weeks after the initial treatment with pesticide
- Analyze bar graph and then find the solution
Step 1 of 1:
The given bar graph is
![](data:image/png;base64,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)
By bar graph it is clearly shown that colony A decrease in size every two weeks after the initial treatment with pesticide.
Hence, Option A is correct.
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Maths-General
Maths-
![](data:image/png;base64,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)
The table above shows two lists of numbers. Which of the following is a true statement comparing list A and list B?
![](data:image/png;base64,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)
The table above shows two lists of numbers. Which of the following is a true statement comparing list A and list B?
Maths-General
Maths-
Check if the number is rational or irrational for 83.396668…
Check if the number is rational or irrational for 83.396668…
Maths-General
Maths-
Check if the number is rational or irrational for
( Golden ratio)
Check if the number is rational or irrational for
( Golden ratio)
Maths-General
Maths-
![f left parenthesis x right parenthesis equals fraction numerator x plus 3 over denominator 2 end fraction](data:image/png;base64,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)
For the function f defined above, what is the value of f(-1)?
![f left parenthesis x right parenthesis equals fraction numerator x plus 3 over denominator 2 end fraction](data:image/png;base64,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)
For the function f defined above, what is the value of f(-1)?
Maths-General
Maths-
If ,
what is the value of 3x ?
If ,
what is the value of 3x ?
Maths-General
Maths-
Check if the number is rational or irrational for 89.402106106106106……..
Check if the number is rational or irrational for 89.402106106106106……..
Maths-General
Maths-
Find the equivalent fraction for the following decimal number 0.57894736842 and say whether it is a rational number or an irrational number?
Find the equivalent fraction for the following decimal number 0.57894736842 and say whether it is a rational number or an irrational number?
Maths-General
Maths-
what is the value of ![left parenthesis u minus t right parenthesis open parentheses u squared minus t squared close parentheses ?](data:image/png;base64,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)
what is the value of ![left parenthesis u minus t right parenthesis open parentheses u squared minus t squared close parentheses ?](data:image/png;base64,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)
Maths-General
Maths-
Jake buys a bag of popcorn at a movie theater. He eats half of the popcorn during the 15 minutes of previews. After eating half of the popcorn, he stops eating for the next 30 minutes. Then he gradually eats the popcorn until he accidentally spills all of the remaining popcorn. Which of the following graphs could represent the situation?
Jake buys a bag of popcorn at a movie theater. He eats half of the popcorn during the 15 minutes of previews. After eating half of the popcorn, he stops eating for the next 30 minutes. Then he gradually eats the popcorn until he accidentally spills all of the remaining popcorn. Which of the following graphs could represent the situation?
Maths-General
Maths-
A text messaging plan charges a flat fee of
per month for up to 100 text messages sent plus
for each additional text message sent that month. Which of the following graphs represents the cost, y , of sending texts in a month?
A text messaging plan charges a flat fee of
per month for up to 100 text messages sent plus
for each additional text message sent that month. Which of the following graphs represents the cost, y , of sending texts in a month?
Maths-General
Maths-
Explain whether the following are rational or irrational and justify it.
e (Euler’s number = 2.7182818284590452353602874713527)
Explain whether the following are rational or irrational and justify it.
e (Euler’s number = 2.7182818284590452353602874713527)
Maths-General