[ a⁵ (a²b³)⁵ ] / [ a²b⁻² ]
[ a⁵ (a¹⁰b¹⁵) ] / [ a²b⁻² ]
[ a⁵⁰ b⁷⁵ ] / [ a²b⁻² ]
I think this: a⁴⁸b⁷⁷ is the answer.
Hope this helps :)
Answer:
The age of Mr. Collins is 30 years and
The model which represent the problem is, The age of Mr. Collins is 3 × 10
Step-by-step explanation:
Given as :
The age of Adam = 10 years
The age of Mr. Collins = x years
The age of Mr. Collins = 3 times the age of Adam
Or, x = 3 × The age of Adam
Or, x = 3 × 10
∴ x = 30
So, The age of Mr. Collins = x years = 30 years
The model which represent the problem is, The age of Mr. Collins = 3 × 10
Hence The age of Mr. Collins is 30 years and
The model which represent the problem is, The age of Mr. Collins = 3 × 10
Answer
Answer:
He needs to gain more than 26 yards in order to break his record
Step-by-step explanation:
Let y stand for the number of yards he’ll have to gain. The sum of y plus the number of yards he already has (203) must be greater than 229 in order for him to break the record.
203 + y > 229 Set up the inequality.
203 − 203 + y > 229 − 203 Subtract 203 from both sides of the inequality.
y > 26
2l + 2w = p
If you already have perimeter and length, you can use this formula to solve for width.
your answer
hope it will work for you
