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Answers by Fermat
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Fermat
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User Fermat
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What is the equation which represents the pattern in this chart? X = 3, 6, 9, 12, & 15 Y = 9, 18, 27, 36 & 45 Y = (something done to x?)
answered
Mar 29, 2016
in
Pre-Algebra Answers
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1.4k
views
pattern equation
Jack is 2 2 times as old as Lacy. 7 7 years ago the sum of their ages was 13 13. How old are they now?
answered
Mar 28, 2016
in
Algebra 2 Answers
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1.3k
views
algebra problems
what is the formula for the sequence 1,9,26...
answered
Mar 27, 2016
in
Other Math Topics
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740
views
we want to get answer as soon as posibal.....
simultaneous equation for class 7th word problem from the book new syllabus mathmatics 6th eddition
answered
Mar 27, 2016
in
Word Problem Answers
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664
views
word problems
Solve this (3/x+1)*(1/x-1)=5/4
answered
Mar 25, 2016
in
Algebra 1 Answers
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681
views
The temperature in a greenhouse from 7:00p.m. to 7:00a.m. is given by f (t)= 96 - 20sin (t/4), where f (t) is measured in Fahrenheit, and t is the number of hours since 7:00 p.m.
answered
Mar 25, 2016
in
Calculus Answers
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3.4k
views
calculus problems. what is the answer?
The dropping at the rate of g (t)=10e^(-0.1t) for 0 is less than or = to t less than or = 10, where g is measured in degrees in Fahrenheit and t in minutes.
answered
Mar 24, 2016
in
Calculus Answers
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1.9k
views
calculus problems. what is the answer?
In a triangle, the measure of the 2nd angle is twice the 1st angle. The 3rd angle is 15 degrees less than the 2nd angle. If there are 180 degrees in a triangle, find the measure of each angle.
answered
Mar 24, 2016
in
Word Problem Answers
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1.2k
views
please done in 5mins
I need help with this problem: At what value of x do the graphs of y=x^(2) and y=-sqrt (x) have perpendicular tangent lines?
answered
Mar 24, 2016
in
Calculus Answers
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787
views
calculus problems
what are the answers?
what is the approximate slope of the tangent line to the curve x^(3) +y^(3) =xy at x=1 ? I'm a little stuck. I believe this involves implicit differentiation. Thanks
answered
Mar 24, 2016
in
Calculus Answers
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1.2k
views
calculus problem
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