Answer:
m=3
Step-by-step explanation:
m= 8-(5)/2-(1)
.6 packs of markers for $5.75 each
. Some jars of paint for $4.50 each
How many jars of paint did Mr. Gorman by
Part B later mr Gorman spent $18 on some paintbrushes and colored pencils
. He bought 4 times as many colored pencils as paintbrushes
. Each paintbrush cost $3 and each colored pencil cost $0.75
How many colored pencils did me Gorman buy
Part A: $2.50 * 5 pads = $12.50
$5.75 * 6 pkg markers = $34.50
$12.50 + $34.50 = $47.00 spent on pads and markers
Total spent $65.00 - $47.00 spent on pads and markers = $18.00 left for jars of paint
$18.00 divided by $4.50 = 4 jars of paint that he bought
PART B. The answer is 12 colored pencils.
$18 total spent 3 paint brushes = $9.00
$18 - $9= $9.00 left for color pencils
$9.00 divided by $0.75= 12 colored pencils
the answer is 12 colored pencils
5x + 2x >= 14
hope it helps
Answer:
d = 4
Step-by-step explanation:
Given
5d = - 4 + 6d ( subtract 6d from both sides )
- d = - 4 ( multiply both sides by - 1 )
d = 4
The unit rate for $1.96 for 4 pounds of bananas is 0.49
A division is a process of splitting a specific amount into equal parts.
We have to find the unit rate for $1.96 for 4 pounds of bananas
Unit rate is the ratio of two different units, with denominator as 1.
To find unit rate we have to divide one point nine six by four
Unit rate = 1.96/4
We get zero point four nine
=0.49
Hence, the unit rate for $1.96 for 4 pounds of bananas is 0.49
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The area formula can be derived from a triangle of any shape.
The formula is applicable to a triangle of any shape. No matter what is the shape of the triangle, the formula for the area of a triangle will always be:
Area
and this formula will give the area of any triangle, whether that be a triangle which has acute angles, or it can be a triangle that has an obtuse angle, or it can be a right angled triangle. The above mentioned formula is applicable in all the cases.
Please note that we can choose any side as the base and the height will be corresponding to the base chosen. The formula can be applied after the base and the height have been identified.