If you are looking for the answer of how to fit howdens base unit legs, you’ve got the right page. We have approximately 10 FAQ regarding how to fit howdens base unit legs. Read it below.

## how many cubic units fit the container

**Ask: **how many cubic units fit the container

**Answer:**

two triangle that are congruent by ASA justify your answer

## Learning Task 5: Visualize the volume of the following by

**Ask: **Learning Task 5: Visualize the volume of the following by dividing the given number of units then give the number of cube units write your answer jn your answer sheet

1.) H= 2units W= 1unit L= 4units

2.) H= 3units W= 2units L= 2units

3.) H= 2units W= 4units L= 1 units

4.) S= 2units

5.) S= 3 units

**Step-by-step explanation:**

1. V = L × W × H

= 2 units. × 1 units. × 4 units

V = 8units

2. V = L × W × H

= 3units × 2units. × 2units

V= 12 units

3. V = L ×W. × H

= 2 UNITS × 4 UNITS. × 1UNITS

V= 8 units

4. V = S x S x S

= 2 units x3

V = 6 units

5. V = S x S x S

= 3 units x3

V= 9 units

yan po ang sagot

sana makatulong

keep safe healthy and study well po, =)

## Triangle ABC is an isosceles triangle with base BC =

**Ask: **Triangle ABC is an isosceles triangle with base BC = 15 . If the perimeter of the triangle is 33 units, what is the length of each leg

A. 18 units

B. 15 units

C. 9 units

D. 33 units

**Answer:**

B. Po 15 units

**Step-by-step explanation:**

carry on learning

## If a rectangular prism is 3 units long, 2 units

**Ask: **If a rectangular prism is 3 units long, 2 units wide and 3 units high, how many unit cubes would fit in it?

If the sides of the base of rectangular pyramid is 3 units and 2 units height is 3 units, then the volume is?

**Answer:**

1. V= l×w×h

V= 3 units×2 units×3 units

V= 6 square units×3units

V= 18 cubic units

2. 6 cubic units

*#**C**A**R**R**Y**O**N**L**E**A**R**N**I**N**G*

**Step-by-step explanation:**

Sorry di ko po na solution nan ang number 2

I hope it help

## set g=(multiples of 3).which of the following is not true

**Ask: **set g=(multiples of 3).which of the following is not true about set g

a.3eg b.6eg c.8eg d.9eg

Answer:A. 3eg

step by step naman yan kaya mo yan be!

## The perimeter of an isosceles trapezoid is 80 units. Find

**Ask: **The perimeter of an isosceles trapezoid is 80 units. Find the

measure of the legs if the upper base is 20 less than the lower base.

[tex]color{red}rule{5pt}{50000000pt}color{orange}rule{5pt}{50000000pt}color{yellow}rule{5pt}{50000000pt}color{green}rule{5pt}{50000000pt}color{blue}rule{5pt}{50000000pt}color{indigo}rule{5pt}{50000000pt}color{purple}rule{5pt}{50000000pt}[/tex]

## to solve for the volume of a rectagular prism we

**Ask: **to solve for the volume of a rectagular prism we will multiply the lenght width and the height using the formula volume =1xwxh =4units ×2units ×2units =8units ×2units =16 cubic units therefore the volume of a rectagular prism above is 16 cubic units

ANSWER: YES, it is correct and I surely agree.

## AKLM is an isosceles triangle with base LM = 15

**Ask: **AKLM is an isosceles triangle with base LM = 15 units. If the sum of the lengths of the sides of AKLM IS 44 units, find the length of each leg of AKLM.

[tex]ttblue{{:- : Kenjix : -}}[/tex]

[tex] blue{ rule{0pt}{999999pt}}[/tex][tex] \ \ \ \ \ \ [/tex]

## If a leg of a 45°-45°-90 triangle measures 15 units,

**Ask: **If a leg of a 45°-45°-90 triangle measures 15 units, how long is the hypotenuse *

**Answer:**

If it is a pythagorean triangle then, 3.9 is the answer.

**Step-by-step explanation:**

The hypotenuse of a 45°; 45°; 90° triangle is 15.

**Solution**:

Ratio of a 45°; 45°; 90° triangle is n: n: n√2. So, we have;

⇒ [tex]nsqrt{2} = 15sqrt{2}[/tex]

[tex](nsqrt{2}^{2} = (15sqrt{2})^{2} \\2n^{2} = 15 * 2\\2n^{2} = 30\\frac{2n^{2}}{2} = frac{30}{2} \\n^{2} = 15\\sqrt{n^{2}} = sqrt{15}\\n = 3.9[/tex]

## 1. An isosceles triangle has two congruent legs and a

**Ask: **1. An isosceles triangle has two congruent legs and a base. In your family, how do you consider yourself, a base or one of the legs? Why?

**Answer:**

An isosceles triangle is a triangle that has at least two congruent sides. The congruent sides of the isosceles triangle are called the legs. The other side is called the base. The angles between the base and the legs are called base angles. The angle made by the two legs is called the vertex angle. One of the important properties of isosceles triangles is that their base angles are always congruent. This is called the Base Angles Theorem.

Not only you can get the answer of **how to fit howdens base unit legs**, you could also find the answers of set g=(multiples of, 1. An isosceles, If a rectangular, The perimeter of, and AKLM is an.