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A wooden ramp is being built to reach a platform that sits 30 inches above the floor. The ramp drops 2 inches for every 25-inch run. Write a linear equation that relates the height y of the ramp above the floor to the horizontal distance x from the platform.
Can I please have a step by step explanation of how this linear equation is form?
The relationship between Celsius (°C) and Fahrenheit (°F) degrees of measuring temperature is linear. Find a linear equation relating °C and °F if 0°C corresponds to 32°F and 100°C corresponds to 212°F.
Write the expression in the standard form a + bi.
6i^3 + 4i^5
Write each expression in the standard form a + bi.
A. i^(23)
B. i^(-15)
A student's average (arithmetic mean) test score on 4 tests is 78. What must be the student's score on a 5th test for the student's average score on the 5 tests to be 80?
Correct if we assume the sections are equal in area. If this is not the case then it is not possible to determine the probability.
Can you explain what you mean?
what would happen if one of the sections is, say, half of the wheel
Step 1
Mult.both sides by 4+t, assuming 4+t≠0
if 4+t=0 then original rational is undefined
so nonzero 4+t *is* assumed
The perimeter (P) of a triangle ABC is known, also its three angles (A), (B) and (C).
Find its surface (S).
S = f(P, A, B, C)
a triangle is 2D
surface is 3D
do you maybe mean 'area'?
Make t the subject of the formula
p=(3-2t)/(4+t)
The left hand side was given in the traditional fraction form, with numerator on top of denominator; this is just the same, yeah, with the slash?
Here's my attempt;
Step 1
Mult.both sides by 4+t;
p(4+t)=3-2t
Step 2
Expand brackets;
4p+pt=3-2t
Step 3
Sub.4p from both sides;
pt=3-2t-4p
Step 4
Add 2t to both sides;
pt+2t=3-4p
Step 5
Factorise left side;
t(p+2)=3-4p
Step 6
Divide both sides by (p+2);
t=3-4p/p+2
grouping symbols are important!
't=3-4p/p+2' means this:
im pretty sure you mean 't = (3-4p)/(p+2)'
the part highlighted in your work is the tricky part
good for you for seeing it!
Solve C = (5/9)(F - 32) for F.
May I add...
sqrt{(a + b)^2} = ±(a + b)
like sqrt{(1 + 2)^2} = sqrt(9) = ±3
[addressed to KerimF] actually, sqaure root is defined to be the positive answer
Yeah, no kidding. Where is your math work? Seriously, I personally don't want to read a story about each problem posted. Just do the math. Get it?
what 'math' could i 'do' to correct the wrong info?
arent math definitions part of math?
but i'll leave bad info alone in future
sry
Joe and Steve are saving money. Joe starts with $105 and saves $5 per week. Steve starts with $5 and saves $15 per week. After how many weeks do they have the same amount of money?
Solve 1/a = 1/b + 1/c
May I add...
sqrt{(a + b)^2} = ±(a + b)
like sqrt{(1 + 2)^2} = sqrt(9) = ±3
actually, sqaure root is defined to be the positive answer
I’ve come across questions recently that go something as follows;
Tom invests £2000 for 3 years.
For the first year he gets 3% compound interest...
Then for the next two years he gets x% compound interest. Etc.
I’ve been managing to get the correct answer, but the idea of someone receiving compound interest ‘for the first year’ seems strange to me.
Compound interest by it’s definition seems to me to only make sense if someone receives it for 2 or more years. If they are said to get it for ‘the first year,’ i.e, for 1 year, how does this differ from them getting simple interest for 1 year?
£2000. Compound interest. 3%. 1 year. Savings at the end of 1 year = £2060
£2000. Simple interest. 3%. 1 year. Savings at the end of 1 year = £2060Is that correct?
interest doesnt have to compound only once a year
it can be compiounded quarterly/monthly/weekly/daily
then one year of compounded will be more than one year of simple
I own a small business where I build anything I get paid to.
whats a cool/interesting/weird thing that you've built recently?
A circular pool measures 10 feet across. One cubic yard of concrete is to be used to create a circular border of uniform width around the pool. If the border is to have a depth of 3 inches, how wide will the border be?
looking forward to seeing the answer.
Find k such that the equation kx^2 + x + k = 0.
Just answer the questions posted and keep your text math-related.
bob- heres the rest of the question-->
solo- sorry
hi amnkb
Yes, I did that too. But it doesn't tell what k is. There must be more to this question
i agree
Show that the real solutions of the equation ax^2 + bx + c = 0 are the reciprocals of the real solutions of the equation cx^2 + bx + a = 0. Assume that b^2 - 4ac is greater than or equal to 0.
Just answer the questions posted and keep your text math-related.
Show that the real solutions of the equation ax^2 + bx + c = 0 are the negatives of the real solutions of the equation ax^2 - bx + c = 0. Assume that b^2 - 4ac is greater than or equal to 0.
Just answer the questions posted and keep your text math-related.
Find k such that the equation kx^2 + x + k = 0.
Just answer the questions posted and keep your text math-related.
The screen size of a TV is determined by the length of the diagonal of the rectangular screen. Traditional TVs come in a 4 : 3 format, meaning the ratio of the length to the width of the rectangular screen is 4 yo 3.
A. What is the area of a 37-inch traditional TV screen?
B. What is the area of a 37-inch LCD TV whose screen is in a 16 : 9 format. Which screen is bigger?
Just answer the questions posted and keep your text math-related.
part A
part B
thanks!
A lanscaper, who just completed a rectangular flower garden measuring 6 feet by 10 feet, orders 1 cubic yard of premixed cement, all of which is to be used to create a border of uniform width around the garden. If the border is to have a depth 3 inches, how wide will the border be?
Just answer the questions posted and keep your text math-related.