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1 man, 3 women and 4 boys can do a piece of work in 96 hours. 2 men and 8 boys can do it in 80 hours. 2 men and 3 women can do it in 120 hours. 5 men and 12 boys can do it in how many hours?
p=qr squared-t so what is the absolute value of 56
a 2 year old male feral cat has a probability of 0.72334 of getting to age 3. What would be the probability of 2 male feral cats age 2 years old getting to 3 years old? What would be the probability of 5 male feral cats age 2 years old getting to 3 years old?
Explain a real-world problem that you used math to solve. What mathematical expressions or equations did you use in your problem solving? Define your variables and explain your expression. After you've provided one worked out example, include a similar problem for your classmates to work.
Find the nth term of each arithmetic progression.

5. A1= 3/7 d= ¾ n= 5
Find the nth term of each arithmetic progression.


1. A1=3 d= 7 n=11
Find the nth term of each arithmetic progression.


1. A1=3 d= 7 n=11
Charlene made the sketch below in order to find the height x of a pole. She positioned a mirror on the ground so that she could see the reflection of the top of the pole. Her height, her distance from the mirror, and her line of sight to the mirror determine the smaller triangle. The pole’s height, its distance from the mirror, and the distance from the top of the pole to the mirror form a larger similar triangle. Find the height of the pole to the nearest tenth.
what is the probability of rolling a number cube and it landing on the number 5
w+w×w-w÷w=71
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